SPLIT COMPUTING IN IOT DEVICES
Jagveer Singh
PROBLEM FORMULATION
T=Total inference time for Layer where l is from 0...L layer
Cl is compression ratio which is ratio betwen length of
output to input size.
D is datasize of input .
R = Rate of Transmission from head model to tail model
RESEARCH PAPER 2
Objective: dynamically select the optimal splitting
layer based on the prediction confidence and the computational and
communication costs.
Early Exits Technique:
- Early exit in the context of deep neural networks (DNNs) refers to a technique where inference can be
terminated at intermediate layers of the network, rather than processing through all the layers.
- This method allows for faster inference times and reduced computational load, particularly beneficial
for resource-constrained devices such as edge devices in split computing
Ci is Confidence means maximum Probability among these estimated
probabilities at Split Layer.
=> O is cost of offloading
=> γi is computation cost at Spliting at Ith layear
=> µ is serves as a conversion factor, enabling us to represent the cost in
terms of confidence
THANK YOU

Discuss Different Split Learning Methodology.pptx

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    SPLIT COMPUTING INIOT DEVICES Jagveer Singh
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    T=Total inference timefor Layer where l is from 0...L layer Cl is compression ratio which is ratio betwen length of output to input size. D is datasize of input . R = Rate of Transmission from head model to tail model
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    RESEARCH PAPER 2 Objective:dynamically select the optimal splitting layer based on the prediction confidence and the computational and communication costs. Early Exits Technique: - Early exit in the context of deep neural networks (DNNs) refers to a technique where inference can be terminated at intermediate layers of the network, rather than processing through all the layers. - This method allows for faster inference times and reduced computational load, particularly beneficial for resource-constrained devices such as edge devices in split computing
  • 6.
    Ci is Confidencemeans maximum Probability among these estimated probabilities at Split Layer. => O is cost of offloading => γi is computation cost at Spliting at Ith layear => µ is serves as a conversion factor, enabling us to represent the cost in terms of confidence
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