Sampling based motion planning method and shallow surveyssuser165ef9
The document discusses research on using a sampling-based motion planning method for robot interaction. It includes the following:
1) A survey of the free energy principle and how it can explain brain structure and function by minimizing the free energy of sensory inputs.
2) An introduction to the research progress, which develops a framework using a roadmap constructed from human interaction data to generate diverse motion patterns, and an objective function to realize lifelikeness.
3) Details of the research progress so far, including developing a CG agent, constructing a roadmap from video data as a pattern generator, and using tools like OpenPose and VAEs to predict future actions and implement the objective function.
4) Plans
Bayesian Nonparametrics: Models Based on the Dirichlet ProcessAlessandro Panella
This document summarizes an introduction to Bayesian nonparametric models presented by Alessandro Panella. It discusses Bayesian learning and De Finetti's theorem, which shows that any exchangeable sequence of random variables can be represented as conditionally independent given a random variable. Finite mixture models are introduced as a Bayesian approach to clustering. Dirichlet process mixture models provide a nonparametric generalization that allows for an unbounded number of clusters.
A Gentle Introduction to Bayesian NonparametricsJulyan Arbel
The document provides an introduction to Bayesian nonparametrics and the Dirichlet process. It explains that Bayesian nonparametrics aims to fit models that can adapt their complexity based on the data, without strictly imposing a fixed structure. The Dirichlet process is described as a prior distribution on the space of all probability distributions, allowing the model to utilize an infinite number of parameters. Nonparametric mixture models using the Dirichlet process provide a flexible approach to density estimation and clustering.
Not Enough Measurements, Too Many MeasurementsMike McCann
This document summarizes a talk on supervised image reconstruction from measurements. It discusses how convolutional neural networks (CNNs) have been used to learn image reconstruction mappings from training data, either by augmenting direct reconstruction methods, taking inspiration from variational methods, or learning the entire mapping. Examples are given for low-dose X-ray CT reconstruction and single-particle cryo-electron microscopy reconstruction using generative adversarial networks. The document also discusses learning regularizers from data for image reconstruction within a variational framework.
This document provides an overview of algorithmic issues in computational intelligence optimization from design to implementation. It discusses key concepts in optimization problems including analytical approaches, exact methods, approximate iterative methods, and metaheuristics. It also examines challenges in optimizing real-world problems that are highly non-linear, multi-modal, computationally expensive, and have memory/time constraints. The document concludes by discussing the need for algorithms to balance exploration and exploitation and to adapt to problem landscapes.
Hypothesis testings on individualized treatment rulesYoung-Geun Choi
Invited talk in Joint Statistical Meetings 2017, Baltimore, Maryland.
Individualized treatment rules (ITR) assign treatments according to different patient's characteristics. Despite recent advances on the estimation of ITRs, much less attention has been given to uncertainty assessments for the estimated rules. We propose a hypothesis testing procedure for the estimated ITRs from a general framework that directly optimizes overall treatment benefit. Specifically, we construct a local test for testing low dimensional components of high-dimensional linear decision rules. Our test extends the decorrelated score test proposed in Nang and Liu (2017) and is valid no matter whether model selection consistency for the true parameters holds or not. The proposed methodology is illustrated with numerical study and data examples.
This document summarizes generative models like VAEs and GANs. It begins with an introduction to information theory, defining key concepts like entropy and maximum likelihood estimation. It then explains generative models as estimating the joint distribution P(X,Y) compared to discriminative models estimating P(Y|X). VAEs are discussed as maximizing the evidence lower bound (ELBO) to estimate the latent variable distribution P(Z|X), allowing generation of new X values. GANs are also covered, defining their minimax game between a generator G and discriminator D, with G learning to generate samples resembling the real data distribution Pemp.
Sampling based motion planning method and shallow surveyssuser165ef9
The document discusses research on using a sampling-based motion planning method for robot interaction. It includes the following:
1) A survey of the free energy principle and how it can explain brain structure and function by minimizing the free energy of sensory inputs.
2) An introduction to the research progress, which develops a framework using a roadmap constructed from human interaction data to generate diverse motion patterns, and an objective function to realize lifelikeness.
3) Details of the research progress so far, including developing a CG agent, constructing a roadmap from video data as a pattern generator, and using tools like OpenPose and VAEs to predict future actions and implement the objective function.
4) Plans
Bayesian Nonparametrics: Models Based on the Dirichlet ProcessAlessandro Panella
This document summarizes an introduction to Bayesian nonparametric models presented by Alessandro Panella. It discusses Bayesian learning and De Finetti's theorem, which shows that any exchangeable sequence of random variables can be represented as conditionally independent given a random variable. Finite mixture models are introduced as a Bayesian approach to clustering. Dirichlet process mixture models provide a nonparametric generalization that allows for an unbounded number of clusters.
A Gentle Introduction to Bayesian NonparametricsJulyan Arbel
The document provides an introduction to Bayesian nonparametrics and the Dirichlet process. It explains that Bayesian nonparametrics aims to fit models that can adapt their complexity based on the data, without strictly imposing a fixed structure. The Dirichlet process is described as a prior distribution on the space of all probability distributions, allowing the model to utilize an infinite number of parameters. Nonparametric mixture models using the Dirichlet process provide a flexible approach to density estimation and clustering.
Not Enough Measurements, Too Many MeasurementsMike McCann
This document summarizes a talk on supervised image reconstruction from measurements. It discusses how convolutional neural networks (CNNs) have been used to learn image reconstruction mappings from training data, either by augmenting direct reconstruction methods, taking inspiration from variational methods, or learning the entire mapping. Examples are given for low-dose X-ray CT reconstruction and single-particle cryo-electron microscopy reconstruction using generative adversarial networks. The document also discusses learning regularizers from data for image reconstruction within a variational framework.
This document provides an overview of algorithmic issues in computational intelligence optimization from design to implementation. It discusses key concepts in optimization problems including analytical approaches, exact methods, approximate iterative methods, and metaheuristics. It also examines challenges in optimizing real-world problems that are highly non-linear, multi-modal, computationally expensive, and have memory/time constraints. The document concludes by discussing the need for algorithms to balance exploration and exploitation and to adapt to problem landscapes.
Hypothesis testings on individualized treatment rulesYoung-Geun Choi
Invited talk in Joint Statistical Meetings 2017, Baltimore, Maryland.
Individualized treatment rules (ITR) assign treatments according to different patient's characteristics. Despite recent advances on the estimation of ITRs, much less attention has been given to uncertainty assessments for the estimated rules. We propose a hypothesis testing procedure for the estimated ITRs from a general framework that directly optimizes overall treatment benefit. Specifically, we construct a local test for testing low dimensional components of high-dimensional linear decision rules. Our test extends the decorrelated score test proposed in Nang and Liu (2017) and is valid no matter whether model selection consistency for the true parameters holds or not. The proposed methodology is illustrated with numerical study and data examples.
This document summarizes generative models like VAEs and GANs. It begins with an introduction to information theory, defining key concepts like entropy and maximum likelihood estimation. It then explains generative models as estimating the joint distribution P(X,Y) compared to discriminative models estimating P(Y|X). VAEs are discussed as maximizing the evidence lower bound (ELBO) to estimate the latent variable distribution P(Z|X), allowing generation of new X values. GANs are also covered, defining their minimax game between a generator G and discriminator D, with G learning to generate samples resembling the real data distribution Pemp.
The document discusses machine learning approaches including decision trees, artificial neural networks, and evolutionary computation. It provides an overview of the theory behind each approach and the author's experience implementing and testing various algorithms. Specifically, the author examined decision tree algorithms like CART, neural network implementations for face recognition, and genetic algorithm applications like a Tron game that uses evolution to learn player strategies.
Doubt intuitionistic fuzzy deals in bckbci algebrasijfls
In this paper, we introduce the concept of doubt intuitionistic fuzzy subalgebras and doubt intuitionistic fuzzy ideals in BCK/BCI-algebras. We show that an intuitionistic fuzzy subset of BCK/BCI-algebras is an
intuitionistic fuzzy subalgebra and an intuitionistic fuzzy ideal if and only if the complement of this intuitionistic fuzzy subset is a doubt intuitionistic fuzzy subalgebra and a doubt intuitionistic fuzzy ideal. And at the same time we have established some common properties related to them.
Bayesian inference for mixed-effects models driven by SDEs and other stochast...Umberto Picchini
An important, and well studied, class of stochastic models is given by stochastic differential equations (SDEs). In this talk, we consider Bayesian inference based on measurements from several individuals, to provide inference at the "population level" using mixed-effects modelling. We consider the case where dynamics are expressed via SDEs or other stochastic (Markovian) models. Stochastic differential equation mixed-effects models (SDEMEMs) are flexible hierarchical models that account for (i) the intrinsic random variability in the latent states dynamics, as well as (ii) the variability between individuals, and also (iii) account for measurement error. This flexibility gives rise to methodological and computational difficulties.
Fully Bayesian inference for nonlinear SDEMEMs is complicated by the typical intractability of the observed data likelihood which motivates the use of sampling-based approaches such as Markov chain Monte Carlo. A Gibbs sampler is proposed to target the marginal posterior of all parameters of interest. The algorithm is made computationally efficient through careful use of blocking strategies, particle filters (sequential Monte Carlo) and correlated pseudo-marginal approaches. The resulting methodology is is flexible, general and is able to deal with a large class of nonlinear SDEMEMs [1]. In a more recent work [2], we also explored ways to make inference even more scalable to an increasing number of individuals, while also dealing with state-space models driven by other stochastic dynamic models than SDEs, eg Markov jump processes and nonlinear solvers typically used in systems biology.
[1] S. Wiqvist, A. Golightly, AT McLean, U. Picchini (2020). Efficient inference for stochastic differential mixed-effects models using correlated particle pseudo-marginal algorithms, CSDA, https://doi.org/10.1016/j.csda.2020.107151
[2] S. Persson, N. Welkenhuysen, S. Shashkova, S. Wiqvist, P. Reith, G. W. Schmidt, U. Picchini, M. Cvijovic (2021). PEPSDI: Scalable and flexible inference framework for stochastic dynamic single-cell models, bioRxiv doi:10.1101/2021.07.01.450748.
This document presents a method for solving an assignment problem where the costs are triangular intuitionistic fuzzy numbers rather than certain values. It introduces the concepts of intuitionistic fuzzy sets and triangular intuitionistic fuzzy numbers, and defines operations and a ranking method for comparing them. The paper formulates the intuitionistic fuzzy assignment problem mathematically as an optimization problem that minimizes the total intuitionistic fuzzy cost while satisfying constraints that each job is assigned to exactly one machine. It describes using an intuitionistic fuzzy Hungarian method to solve this type of assignment problem.
This document summarizes a research paper that presents two algorithms for solving Raven's Progressive Matrices tests visually without propositional representations. The paper introduces the Raven's test and existing computational accounts that use propositions. It then describes two new algorithms called "Affine" and "Fractal" that use visual representations and similarity-preserving transformations to solve the problems. The paper analyzes the performance of the algorithms on all 60 problems from the Standard Progressive Matrices test and finds they perform best on problems requiring visual/spatial skills and less on verbal problems.
International Journal of Engineering Research and Applications (IJERA) is an open access online peer reviewed international journal that publishes research and review articles in the fields of Computer Science, Neural Networks, Electrical Engineering, Software Engineering, Information Technology, Mechanical Engineering, Chemical Engineering, Plastic Engineering, Food Technology, Textile Engineering, Nano Technology & science, Power Electronics, Electronics & Communication Engineering, Computational mathematics, Image processing, Civil Engineering, Structural Engineering, Environmental Engineering, VLSI Testing & Low Power VLSI Design etc.
Intuitionistic Fuzzy W- Closed Sets and Intuitionistic Fuzzy W -ContinuityWaqas Tariq
The aim of this paper is to introduce and study the concepts of intuitionistic fuzzy w- closed sets, intuitionistic fuzzy w-continuity and inttuitionistic fuzzy w-open & intuitionistic fuzzy w-closed mappings in intuitionistic fuzzy topological spaces.
Large-Scale Nonparametric Estimation of Vehicle Travel Time DistributionsRikiya Takahashi
This document describes a study that uses a large dataset of vehicle travel times in the Greater Tokyo Area to build nonparametric models of travel time distributions on each road link. The authors propose a conditional density estimator (CDE) that models each link's travel time distribution as a weighted mixture of basis density functions determined from neighboring links. The CDE is fitted to the data in three steps: 1) determining the basis density functions via convex clustering, 2) defining link similarities based on a sparse diffusion kernel on a link connectivity graph, and 3) optimizing link importance weights. Experimental results show the CDE approach outperforms parametric regression baselines in predictive performance, demonstrating its ability to model complex, non-Gaussian travel time
Seminar presentation about :
Automatic Image Annotation structure: shallow and deep,
cons and pros of different features and classification methods in AIA and
useful information about databases,toolboxes, authors
AET vs. AED: Unsupervised Representation Learning by Auto-Encoding Transforma...Tomoyuki Suzuki
The document presents a new method for unsupervised representation learning called Auto-Encoding Transformations (AET). AET trains models to encode and reconstruct transformations like rotations that are applied to images, rather than directly encoding the image pixels like traditional autoencoders. This avoids trivial solutions and forces the model to learn representations focused on the semantic content of images rather than surface statistics. The method outperforms previous self-supervised and generative methods on downstream tasks like object detection and segmentation.
The document is a thesis on fuzzy implications submitted for a Master of Science in Applied Mathematics. It discusses fuzzy sets and fuzzy logic as extensions of classical set theory and logic to account for imprecise and uncertain information. It defines fuzzy implications and various basic fuzzy implications functions. It also discusses properties of fuzzy implication lattices, including meet, join and other properties like commutativity, associativity and absorption. An example is provided to demonstrate these properties for specific fuzzy implication functions.
The document discusses a commonsense reasoning framework called TCL that integrates typicality, probabilities, and cognitive heuristics. TCL extends description logics with a typicality operator and probabilistic semantics to model prototypical properties. It also uses cognitive heuristics like head-modifier to identify plausible mechanisms for concept combination. The framework has been applied to generate novel content and classify emotions, with encouraging results explaining item-emotion associations for the deaf community.
Commonsense reasoning as a key feature for dynamic knowledge invention and co...Antonio Lieto
This document discusses commonsense reasoning and its importance for computational creativity and knowledge invention. It provides an overview of past AI and cognitive science approaches to commonsense reasoning such as semantic networks, frames, and default logic. It then presents the TCL (Typicality Description Logic) framework, which extends description logics with typicality, probabilities, and cognitive heuristics to model commonsense conceptual combination. The framework is applied to generate novel concepts to achieve goals and to dynamically classify multimedia content. Evaluations show it effectively reclassifies content and generates recommendations that users and experts find high quality.
1) The document discusses LIME (Local Interpretable Model-Agnostic Explanations), a method for explaining the predictions of any machine learning model. LIME works by training an interpretable model locally around predictions to approximate the original model.
2) Experiments show that LIME explanations help human subjects select better performing classifiers, identify features to improve classifiers, and gain insights into how classifiers work.
3) SP-LIME is introduced to select a representative set of predictions to provide a global view of a model, by maximizing coverage of important features.
This document summarizes an overview lecture on object recognition and provides one practical example. It discusses early approaches using template matching and their limitations. It then covers more modern discriminative approaches using classifiers and boosting to detect objects. As an example, it describes using gentle boosting with Haar-like features to build a simple and efficient object detector for cars and computer monitors.
A likelihood-free version of the stochastic approximation EM algorithm (SAEM)...Umberto Picchini
I show how to obtain approximate maximum likelihood inference for "complex" models having some latent (unobservable) component. With "complex" I mean models having a so-called intractable likelihood, where the latter is unavailable in closed for or is too difficult to approximate. I construct a version of SAEM (and EM-type algorithm) that makes it possible to conduct inference for complex models. Traditionally SAEM is implementable only for models that are fairly tractable analytically. By introducing the concept of synthetic likelihood, where information is captured by a series of user-defined summary statistics (as in approximate Bayesian computation), it is possible to automatize SAEM to run on any model having some latent-component.
Visual Analytics in Omics: why, what, how?Jan Aerts
Visual Analytics in omics can help address several challenges in analyzing complex biological data:
- It allows researchers to explore large datasets in an interactive way to generate hypotheses, as the initial analysis is often exploratory rather than driven by a specific hypothesis.
- It opens the "black box" of automated analysis by making the analysis process transparent and understandable to domain experts.
- Effective visualization techniques leverage human visual perception and cognition to facilitate reasoning about the data.
[DL輪読会]Generative Models of Visually Grounded ImaginationDeep Learning JP
The document proposes a new model for visually grounded semantic imagination that can generate images from linguistic descriptions of concepts specified by attributes. The model uses a variational autoencoder with three inference networks to handle images, attributes, and missing modalities. It represents the attribute inference distribution as the product of expert Gaussians, allowing generation of concepts not seen during training by combining learned attributes. The paper introduces three criteria for evaluating such models: correctness, coverage, and compositionality.
Knowledge Capturing via Conceptual Reframing: A Goal-oriented Framework for K...Antonio Lieto
The document presents a goal-oriented framework called GOCCIOLA that can generate novel knowledge by recombining concepts in a dynamic way to solve problems. GOCCIOLA uses a logic called TCL that can reason about typical properties of concepts and their combinations. It evaluates plausible scenarios for combining concepts using probabilities and heuristics from cognitive semantics. GOCCIOLA was tested on a concept composition task and able to provide solutions to goals by suggesting new concept combinations. The system has applications in computational creativity and cognitive architectures.
A measure to evaluate latent variable model fit by sensitivity analysisDaniel Oberski
Latent variable models involve restrictions on the data that can be formulated in terms of "misspecifications": restrictions with a model-based meaning. Examples include zero cross-loadings and local dependencies, as well as “measurement invariance” or “differential item functioning”. If incorrect, misspecifications can potentially disturb the main purpose of the latent variable analysis—seriously so in some cases.
Recently, I proposed to evaluate whether a particular analysis at hand is such a case or not.
To do this, I define a measure based on the likelihood of the restricted model that approximates the change in the parameters of interest if the misspecification were freed, the EPC-interest. The main idea is to examine the EPC-interest and free those misspecifications that are “important” while ignoring those that are not. I have implemented the EPC-interest in the lavaan software for structural equation modeling and the Latent Gold software for latent class analysis.
This approach can resolve several problems and inconsistencies in the current practice of model fit evaluation used in latent variable analysis, something I illustrate using analyses from the “measurement invariance” literature and from item response theory.
The document provides an introduction to machine learning and neural networks. It defines machine learning as a field that allows computers to learn without being explicitly programmed. It also discusses different machine learning algorithms like supervised learning, unsupervised learning, and reinforcement learning. The document then describes neural networks and their biological inspiration from the human brain. It explains the basic structure and functioning of artificial neurons and neural networks. Finally, it discusses common neural network training techniques like backpropagation that are used to minimize errors and update weights in multi-layer neural networks.
The document discusses machine learning approaches including decision trees, artificial neural networks, and evolutionary computation. It provides an overview of the theory behind each approach and the author's experience implementing and testing various algorithms. Specifically, the author examined decision tree algorithms like CART, neural network implementations for face recognition, and genetic algorithm applications like a Tron game that uses evolution to learn player strategies.
Doubt intuitionistic fuzzy deals in bckbci algebrasijfls
In this paper, we introduce the concept of doubt intuitionistic fuzzy subalgebras and doubt intuitionistic fuzzy ideals in BCK/BCI-algebras. We show that an intuitionistic fuzzy subset of BCK/BCI-algebras is an
intuitionistic fuzzy subalgebra and an intuitionistic fuzzy ideal if and only if the complement of this intuitionistic fuzzy subset is a doubt intuitionistic fuzzy subalgebra and a doubt intuitionistic fuzzy ideal. And at the same time we have established some common properties related to them.
Bayesian inference for mixed-effects models driven by SDEs and other stochast...Umberto Picchini
An important, and well studied, class of stochastic models is given by stochastic differential equations (SDEs). In this talk, we consider Bayesian inference based on measurements from several individuals, to provide inference at the "population level" using mixed-effects modelling. We consider the case where dynamics are expressed via SDEs or other stochastic (Markovian) models. Stochastic differential equation mixed-effects models (SDEMEMs) are flexible hierarchical models that account for (i) the intrinsic random variability in the latent states dynamics, as well as (ii) the variability between individuals, and also (iii) account for measurement error. This flexibility gives rise to methodological and computational difficulties.
Fully Bayesian inference for nonlinear SDEMEMs is complicated by the typical intractability of the observed data likelihood which motivates the use of sampling-based approaches such as Markov chain Monte Carlo. A Gibbs sampler is proposed to target the marginal posterior of all parameters of interest. The algorithm is made computationally efficient through careful use of blocking strategies, particle filters (sequential Monte Carlo) and correlated pseudo-marginal approaches. The resulting methodology is is flexible, general and is able to deal with a large class of nonlinear SDEMEMs [1]. In a more recent work [2], we also explored ways to make inference even more scalable to an increasing number of individuals, while also dealing with state-space models driven by other stochastic dynamic models than SDEs, eg Markov jump processes and nonlinear solvers typically used in systems biology.
[1] S. Wiqvist, A. Golightly, AT McLean, U. Picchini (2020). Efficient inference for stochastic differential mixed-effects models using correlated particle pseudo-marginal algorithms, CSDA, https://doi.org/10.1016/j.csda.2020.107151
[2] S. Persson, N. Welkenhuysen, S. Shashkova, S. Wiqvist, P. Reith, G. W. Schmidt, U. Picchini, M. Cvijovic (2021). PEPSDI: Scalable and flexible inference framework for stochastic dynamic single-cell models, bioRxiv doi:10.1101/2021.07.01.450748.
This document presents a method for solving an assignment problem where the costs are triangular intuitionistic fuzzy numbers rather than certain values. It introduces the concepts of intuitionistic fuzzy sets and triangular intuitionistic fuzzy numbers, and defines operations and a ranking method for comparing them. The paper formulates the intuitionistic fuzzy assignment problem mathematically as an optimization problem that minimizes the total intuitionistic fuzzy cost while satisfying constraints that each job is assigned to exactly one machine. It describes using an intuitionistic fuzzy Hungarian method to solve this type of assignment problem.
This document summarizes a research paper that presents two algorithms for solving Raven's Progressive Matrices tests visually without propositional representations. The paper introduces the Raven's test and existing computational accounts that use propositions. It then describes two new algorithms called "Affine" and "Fractal" that use visual representations and similarity-preserving transformations to solve the problems. The paper analyzes the performance of the algorithms on all 60 problems from the Standard Progressive Matrices test and finds they perform best on problems requiring visual/spatial skills and less on verbal problems.
International Journal of Engineering Research and Applications (IJERA) is an open access online peer reviewed international journal that publishes research and review articles in the fields of Computer Science, Neural Networks, Electrical Engineering, Software Engineering, Information Technology, Mechanical Engineering, Chemical Engineering, Plastic Engineering, Food Technology, Textile Engineering, Nano Technology & science, Power Electronics, Electronics & Communication Engineering, Computational mathematics, Image processing, Civil Engineering, Structural Engineering, Environmental Engineering, VLSI Testing & Low Power VLSI Design etc.
Intuitionistic Fuzzy W- Closed Sets and Intuitionistic Fuzzy W -ContinuityWaqas Tariq
The aim of this paper is to introduce and study the concepts of intuitionistic fuzzy w- closed sets, intuitionistic fuzzy w-continuity and inttuitionistic fuzzy w-open & intuitionistic fuzzy w-closed mappings in intuitionistic fuzzy topological spaces.
Large-Scale Nonparametric Estimation of Vehicle Travel Time DistributionsRikiya Takahashi
This document describes a study that uses a large dataset of vehicle travel times in the Greater Tokyo Area to build nonparametric models of travel time distributions on each road link. The authors propose a conditional density estimator (CDE) that models each link's travel time distribution as a weighted mixture of basis density functions determined from neighboring links. The CDE is fitted to the data in three steps: 1) determining the basis density functions via convex clustering, 2) defining link similarities based on a sparse diffusion kernel on a link connectivity graph, and 3) optimizing link importance weights. Experimental results show the CDE approach outperforms parametric regression baselines in predictive performance, demonstrating its ability to model complex, non-Gaussian travel time
Seminar presentation about :
Automatic Image Annotation structure: shallow and deep,
cons and pros of different features and classification methods in AIA and
useful information about databases,toolboxes, authors
AET vs. AED: Unsupervised Representation Learning by Auto-Encoding Transforma...Tomoyuki Suzuki
The document presents a new method for unsupervised representation learning called Auto-Encoding Transformations (AET). AET trains models to encode and reconstruct transformations like rotations that are applied to images, rather than directly encoding the image pixels like traditional autoencoders. This avoids trivial solutions and forces the model to learn representations focused on the semantic content of images rather than surface statistics. The method outperforms previous self-supervised and generative methods on downstream tasks like object detection and segmentation.
The document is a thesis on fuzzy implications submitted for a Master of Science in Applied Mathematics. It discusses fuzzy sets and fuzzy logic as extensions of classical set theory and logic to account for imprecise and uncertain information. It defines fuzzy implications and various basic fuzzy implications functions. It also discusses properties of fuzzy implication lattices, including meet, join and other properties like commutativity, associativity and absorption. An example is provided to demonstrate these properties for specific fuzzy implication functions.
The document discusses a commonsense reasoning framework called TCL that integrates typicality, probabilities, and cognitive heuristics. TCL extends description logics with a typicality operator and probabilistic semantics to model prototypical properties. It also uses cognitive heuristics like head-modifier to identify plausible mechanisms for concept combination. The framework has been applied to generate novel content and classify emotions, with encouraging results explaining item-emotion associations for the deaf community.
Commonsense reasoning as a key feature for dynamic knowledge invention and co...Antonio Lieto
This document discusses commonsense reasoning and its importance for computational creativity and knowledge invention. It provides an overview of past AI and cognitive science approaches to commonsense reasoning such as semantic networks, frames, and default logic. It then presents the TCL (Typicality Description Logic) framework, which extends description logics with typicality, probabilities, and cognitive heuristics to model commonsense conceptual combination. The framework is applied to generate novel concepts to achieve goals and to dynamically classify multimedia content. Evaluations show it effectively reclassifies content and generates recommendations that users and experts find high quality.
1) The document discusses LIME (Local Interpretable Model-Agnostic Explanations), a method for explaining the predictions of any machine learning model. LIME works by training an interpretable model locally around predictions to approximate the original model.
2) Experiments show that LIME explanations help human subjects select better performing classifiers, identify features to improve classifiers, and gain insights into how classifiers work.
3) SP-LIME is introduced to select a representative set of predictions to provide a global view of a model, by maximizing coverage of important features.
This document summarizes an overview lecture on object recognition and provides one practical example. It discusses early approaches using template matching and their limitations. It then covers more modern discriminative approaches using classifiers and boosting to detect objects. As an example, it describes using gentle boosting with Haar-like features to build a simple and efficient object detector for cars and computer monitors.
A likelihood-free version of the stochastic approximation EM algorithm (SAEM)...Umberto Picchini
I show how to obtain approximate maximum likelihood inference for "complex" models having some latent (unobservable) component. With "complex" I mean models having a so-called intractable likelihood, where the latter is unavailable in closed for or is too difficult to approximate. I construct a version of SAEM (and EM-type algorithm) that makes it possible to conduct inference for complex models. Traditionally SAEM is implementable only for models that are fairly tractable analytically. By introducing the concept of synthetic likelihood, where information is captured by a series of user-defined summary statistics (as in approximate Bayesian computation), it is possible to automatize SAEM to run on any model having some latent-component.
Visual Analytics in Omics: why, what, how?Jan Aerts
Visual Analytics in omics can help address several challenges in analyzing complex biological data:
- It allows researchers to explore large datasets in an interactive way to generate hypotheses, as the initial analysis is often exploratory rather than driven by a specific hypothesis.
- It opens the "black box" of automated analysis by making the analysis process transparent and understandable to domain experts.
- Effective visualization techniques leverage human visual perception and cognition to facilitate reasoning about the data.
[DL輪読会]Generative Models of Visually Grounded ImaginationDeep Learning JP
The document proposes a new model for visually grounded semantic imagination that can generate images from linguistic descriptions of concepts specified by attributes. The model uses a variational autoencoder with three inference networks to handle images, attributes, and missing modalities. It represents the attribute inference distribution as the product of expert Gaussians, allowing generation of concepts not seen during training by combining learned attributes. The paper introduces three criteria for evaluating such models: correctness, coverage, and compositionality.
Knowledge Capturing via Conceptual Reframing: A Goal-oriented Framework for K...Antonio Lieto
The document presents a goal-oriented framework called GOCCIOLA that can generate novel knowledge by recombining concepts in a dynamic way to solve problems. GOCCIOLA uses a logic called TCL that can reason about typical properties of concepts and their combinations. It evaluates plausible scenarios for combining concepts using probabilities and heuristics from cognitive semantics. GOCCIOLA was tested on a concept composition task and able to provide solutions to goals by suggesting new concept combinations. The system has applications in computational creativity and cognitive architectures.
A measure to evaluate latent variable model fit by sensitivity analysisDaniel Oberski
Latent variable models involve restrictions on the data that can be formulated in terms of "misspecifications": restrictions with a model-based meaning. Examples include zero cross-loadings and local dependencies, as well as “measurement invariance” or “differential item functioning”. If incorrect, misspecifications can potentially disturb the main purpose of the latent variable analysis—seriously so in some cases.
Recently, I proposed to evaluate whether a particular analysis at hand is such a case or not.
To do this, I define a measure based on the likelihood of the restricted model that approximates the change in the parameters of interest if the misspecification were freed, the EPC-interest. The main idea is to examine the EPC-interest and free those misspecifications that are “important” while ignoring those that are not. I have implemented the EPC-interest in the lavaan software for structural equation modeling and the Latent Gold software for latent class analysis.
This approach can resolve several problems and inconsistencies in the current practice of model fit evaluation used in latent variable analysis, something I illustrate using analyses from the “measurement invariance” literature and from item response theory.
The document provides an introduction to machine learning and neural networks. It defines machine learning as a field that allows computers to learn without being explicitly programmed. It also discusses different machine learning algorithms like supervised learning, unsupervised learning, and reinforcement learning. The document then describes neural networks and their biological inspiration from the human brain. It explains the basic structure and functioning of artificial neurons and neural networks. Finally, it discusses common neural network training techniques like backpropagation that are used to minimize errors and update weights in multi-layer neural networks.
This document provides an introduction to machine learning and neural networks. It defines machine learning as a field that allows computers to learn without being explicitly programmed. It also describes the main types of machine learning as supervised learning, unsupervised learning, and reinforcement learning. The document then discusses neural networks and their biological inspiration from the human brain. It provides examples of neural network applications and describes the basic structure and functioning of neural networks.
This document provides an outline and information for the CS451/CS551/EE565 Artificial Intelligence course on learning and connectionism taught by Prof. Janice T. Searleman. It includes topics on learning agents, neural networks, reading assignments from relevant AI textbooks, details on the final exam and homework assignment. Concepts covered include different types of learning such as rote learning, reinforcement learning, supervised and unsupervised induction. Neural networks and connectionism are also discussed.
A 3hrs intro lecture to Approximate Bayesian Computation (ABC), given as part of a PhD course at Lund University, February 2016. For sample codes see http://www.maths.lu.se/kurshemsida/phd-course-fms020f-nams002-statistical-inference-for-partially-observed-stochastic-processes/
This document contains summaries of multiple machine learning courses and modules. It introduces machine learning and the concepts of supervised and unsupervised learning. It also discusses reinforcement learning and the difference between exploration and exploitation in reinforcement learning models. Finally, it covers the basics of model learning, including defining deep network learning as an optimization problem and using gradient descent and stochastic gradient descent to solve this problem.
This document describes the construction and demonstration of a Ternary Prediction Classification Model (TPCM) for determining the predictive capabilities of mathematical models. The author first defines key concepts like testability and degrees of confidence in observations and predictions. He then outlines current techniques for obtaining confidence in predictions, including data-oriented modeling, theoretical modeling, and hybrid approaches. Finally, the author constructs the TPCM, which aims to integrate experimental uncertainty with mathematical operations to allow models and data to be evaluated using the same framework. In Section 2, the author will demonstrate the TPCM using Hooke's law and experimental data, and in Section 3 will discuss conclusions and possible objections.
The document discusses machine learning techniques for clustering and segmentation. It introduces Dirichlet process mixtures and the Chinese restaurant process as nonparametric Bayesian models that allow for an infinite number of clusters. It describes how these models can be used for problems like image segmentation, object recognition, population clustering from genetic data, and evolutionary document clustering over time. Approximate inference methods like Markov chain Monte Carlo sampling are used to analyze these models.
Beyond the Basics of A/B Tests: Highly Innovative Experimentation Tactics You...Aggregage
This webinar will explore cutting-edge, less familiar but powerful experimentation methodologies which address well-known limitations of standard A/B Testing. Designed for data and product leaders, this session aims to inspire the embrace of innovative approaches and provide insights into the frontiers of experimentation!
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Foundations of SQL: Understand the basics of SQL, including data retrieval, filtering, and aggregation.
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1. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Visual Causal Feature Learning
Chalupka et al. 2015
Kojin Oshiba
Department of Computer Science & Department of Statistics
Harvard University
October 12, 2018
2. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Table of Contents
1 Paper Overview
2 Theory of Visual Causal Learning
3 Causal Feature Learning Algorithm
4 Experiment
5 Discussion
3. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Table of Contents
1 Paper Overview
2 Theory of Visual Causal Learning
3 Causal Feature Learning Algorithm
4 Experiment
5 Discussion
4. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Overview
Goal: Understanding the visual cause of humans.
• A framework for causal learning from macro variables (e.g. groups of pixels).
• Observational data + minimal experiment = visual cause
• Applicable to any aggregate of micro variables, e.g. auditory, olfactory data.
5. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Overview
Goal: Understanding the visual cause of humans.
• A framework for causal learning from macro variables (e.g. groups of pixels).
• Observational data + minimal experiment = visual cause
• Applicable to any aggregate of micro variables, e.g. auditory, olfactory data.
Technically,
• Define a macro-variable C, which contains all the causal information available
in an image I ∈ I about a given behavior T.
• I is generated from unobserved discrete variables H.
6. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Table of Contents
1 Paper Overview
2 Theory of Visual Causal Learning
3 Causal Feature Learning Algorithm
4 Experiment
5 Discussion
7. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Observational Partition
Definition: Observational Partition
Πo(T, I) ⊂ I is a partition based on the equivalence relation
i ∼ j ⇔ P(T|I = i) = P(T|I = j) ∀i, j ∈ Πo(T, I)
Knowing the observational partition of an image allows us to predict the value of T.
8. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Partition
Definition: Causal Partition
Πc(T, I) ⊂ I, is a partition based on the equivalence relation
i ∼ j ⇔ P(T|man(I = i)) = P(T|man(I = j)).
Manipulation changes the image, but not T or H.
9. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Partition
Definition: Causal Partition
Πc(T, I) ⊂ I, is a partition based on the equivalence relation
i ∼ j ⇔ P(T|man(I = i)) = P(T|man(I = j)).
Manipulation changes the image, but not T or H.
Definition: Visual Cause
C(i) = P(T|man(I = i)).
Has one-to-one correspondence with Πc(T, I).
10. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Coarsening Theorem
Theorem: Causal Coarsening
Πc is a coarsening of Πo, i.e. causal labels do not change within each
observational class.
11. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Coarsening Theorem
Theorem: Causal Coarsening
Πc is a coarsening of Πo, i.e. causal labels do not change within each
observational class.
The visual causes do not contain all the information in the image that predict T.
∃ information, not itself causal, can be informative about non-visual causes of T.
This is called the spurious correlate.
12. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Coarsening Theorem
Theorem: Causal Coarsening
Πc is a coarsening of Πo, i.e. causal labels do not change within each
observational class.
The visual causes do not contain all the information in the image that predict T.
∃ information, not itself causal, can be informative about non-visual causes of T.
This is called the spurious correlate.
Definition: Spurrious Correlate
S is a discrete random variable whose value differentiates between Πo(T, I)
contained in Πc(T, I).
13. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Coarsening Theorem
Theorem: Causal Coarsening
Πc is a coarsening of Πo, i.e. causal labels do not change within each
observational class.
The visual causes do not contain all the information in the image that predict T.
∃ information, not itself causal, can be informative about non-visual causes of T.
This is called the spurious correlate.
Definition: Spurrious Correlate
S is a discrete random variable whose value differentiates between Πo(T, I)
contained in Πc(T, I).
Theorem: Complete Macro-variable Description
C and S together contain all and only the visual information in I relevant to T,
but only C contains the causal information
14. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Intervention on Macro-variables
Definition: Visual Manipulation man(I = i)
An operation that changes (the pixels of) the image to image i ∈ I, while not
affecting any other variables (such as H or T).
15. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Intervention on Macro-variables
Definition: Visual Manipulation man(I = i)
An operation that changes (the pixels of) the image to image i ∈ I, while not
affecting any other variables (such as H or T).
Definition: Causal Intervention on Macro-variables do(C = c )
man(I = i ) such that C(i ) = c and S(i ) = s.
This is not always possible.
16. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Intervention on Macro-variables
Definition: Visual Manipulation man(I = i)
An operation that changes (the pixels of) the image to image i ∈ I, while not
affecting any other variables (such as H or T).
Definition: Causal Intervention on Macro-variables do(C = c )
man(I = i ) such that C(i ) = c and S(i ) = s.
This is not always possible.
Phew! We have the theory down. Now the question is: how can we learn C?
17. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Table of Contents
1 Paper Overview
2 Theory of Visual Causal Learning
3 Causal Feature Learning Algorithm
4 Experiment
5 Discussion
18. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Effect Prediction
Steps:
0 Observational class for each data is
necessary (do we estimate?).
1 Picks a representative member of each
observational class.
2 Need to design an experiment here.
3 Coarsen observational partitions to
construct causal paritions.
4 Training a neural net on this imputed data
gives the causal effect.
5 NN is our C.
19. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Feature Manipulation
Steps:
0 Oracle A can be obtained from Algo 1.
1 Train manipulation function every iter.
2 Train a "causal neural net".
3 Choose images to be manipulated.
4 Choose target causal partition.
5 For each data,
6 Since C is hardly invertible, this
approximates argminˆi∈C−1(k) d(i, ˆi)
7
8 Augment the causal data every iteration.
9 I think this algo doesn’t really learn MC but
this algo itself is MC ...
20. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Table of Contents
1 Paper Overview
2 Theory of Visual Causal Learning
3 Causal Feature Learning Algorithm
4 Experiment
5 Discussion
21. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Causal Intervention on Macro-variables
• T = 1 if a human answers affirmatively to
the question "does this image contain the
digit ’x’?", where x is the actual digit on
the image.
• Assume for simplicity that
P(T = 1|man(I)) = 0 or
P(T = 1|man(I)) = 1.
• Here, they already know the causal data:
the labels are assigned by default. There
were no experiments training Algo 1, so
unclear if it works in practice.
22. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Table of Contents
1 Paper Overview
2 Theory of Visual Causal Learning
3 Causal Feature Learning Algorithm
4 Experiment
5 Discussion
23. Visual Causal
Feature
Learning
Kojin Oshiba
Paper
Overview
Theory of
Visual Causal
Learning
Causal Feature
Learning
Algorithm
Experiment
Discussion
Other Types of "Causality" on Visual Data
• Understanding the causal structure within an image: Discovering Causal
Signals in Images (Lopez-Paz et al. 2017), CausalGAN (Kocaoglu et al. 2017)