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TICS: An Approach to The Concept of Information   Presentation for INTAS seminar 21-23 September 2003, Moscow Pavel Luksha,  Alexander Plekhanov
Why Another Concept of Information? ,[object Object],[object Object],[object Object],[object Object]
Three Approaches to a Concept of Information ,[object Object],[object Object],[object Object],[object Object],[object Object]
Major Groups of Systems with Information ,[object Object],Technical systems with information (computers, robots, telecom means) technical Self-reproducing systems starting from SR macromolecula Biological organisms with central nervous system Pre-social organization of higher animals biological “ Super-organism” insect populations  Social groups of various level of organization (micro-groups to societies) Psychic life (emerging socially, as shown by Vygotsky [1978]) Technical systems storing/ transmitting social information social
Invariant Property ,[object Object],No. Type of information system Types of memory 1 technical     permanent and operative memory devices (memory and quasi-memory of technical systems) 2 biological     genetic innate memory     individual memory in central nervous system 3 social     genetic memory of social behavior     individual memory     social memory in individual memories and technical devices
Starting from interaction ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],system environment Physics is no longer a science about properties of nature elements; it is about relations and interactions  (physicist Yu. Rumer, lecturing)
What Is Memory ,[object Object],[object Object],[object Object],[object Object],[object Object],memory environment
What Is SAFE ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],memory SAFE
Defining Information ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Information as Regulation as Information ,[object Object],[object Object],[object Object],[object Object],[object Object]
Actualization and Potentialization ,[object Object],[object Object],[object Object],[object Object],[object Object],memory SAFE
Principle of Information Relativity ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
How It Fits with Various Concepts? ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Basic Information System ,[object Object],[object Object],[object Object],SAFE system memory Clutched cog-wheels model
Information/Cybernetic System (ICS) ,[object Object],information/ cybernetic system automate Controlling device   ( memory ) Executing device  ( memory  /  SAFE ) internal regulation and communication : regulative interactions inside automate ,  internal communication channel Contact environment  ( SAFE ) external regulation and communication : regulative interactions between automate and external SAFE ,  external communication channel Non-contact environment regular interactions  ( exchange of matter and energy )  between contact and non-contact environment A perceptor model Three cog-wheels?
Communication model of ICS ,[object Object],[object Object],[object Object],[object Object],SAFE memory memory  /  SAFE internal interaction between components of information/cybernetic system interaction between information/cybernetic system and its environment internal communication/ regulation channel  external communication/ regulation channel
Shannon’s Communication Model ,[object Object],[object Object],memory memory  / SAFE memory  / SAFE 1 st  system 2 nd  system memory sender/ recipient 1 sender / recipient 2 coding/ decoding (sending/ receiving) device 1 coding/ decoding (sending/ receiving) device 2
Dynamic Aspect of Information/Programs ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Hierarchy of Functioning  Cycles Simplified example  (higher animal  reproductive behavior) ,[object Object],Cycle type Information/program organization Properties elementary cycle of operation (micro-cycle) actualization of a single information/ program cannot be decomposed to lower level (lower complexity) cycles on a given level of abstraction sub-cycle (meso-cycle) combination of several information/ programs (in certain sequence) can be decomposed to meso-cycles of lower level and microcyles; has a determined goal ICS operation cycle (macro-cycle) (repeated) cycle with a final major goal state and a full variety of information/ programs can be decomposed to meso-/ micro-cycles; repeated cycle in self-maintaining and self-reproducing systems full cycle of reproduction breed care courting
Sources of Activity in ICS ,[object Object],[object Object],[object Object],[object Object],memory-driven meso-cycle SAFE - driven meso-cycle external SAFE memory memory  / SAFE 1 2
Adequacy/Efficiency ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Major Conclusions ,[object Object],[object Object],[object Object],[object Object],[object Object]
Matrix Model ,[object Object],[object Object],[object Object],[object Object],[object Object],Matrix is around you Cells can be assigned quantity  of occurrence (matrix Q), and  (derived indicators of) probability/ frequency (matrices P, F), or “state of actualization”  (matrix A) SAFE 1  2  3  4 memory 1  2  3  4
Communication of ICS in Matrix Model: Conjoining Matrices ,[object Object],[object Object],[object Object],ext. memory/ int. SAFE internal memory external SAFE
Example: Watt’s Governor ,[object Object],changes speed of  a working shaft regulator weight   lifts up / pulls down  a lever lifts up  /  pulls down  a regulator weight lever opens  /  closes a pressure gate working impact steam pressure
Example: Matrix model of  Watt’s Governor (4 matrices) weight goes down weight goes up pressure falls pressure grows shaft slows down shaft speeds up pressure gate closed pressure gate opened
Example: Watt’s Governor (Cont.) weight steam in boiler  working shaft pressure gate memory /  SAFE   ( execution unit no. 1) ( effector ) memory /  SAFE   ( execution unit no.2 ) ( receptor ) external SAFE (contact environment) internal memory  ( controlling unit ) ,[object Object],[object Object],[object Object]
Quantitative Measures of Information/Programs Measures of information/program variety Measures of information/program quantity with copies indicated as IPions? V F =  j  i A ij   full variety V A =  j  i A ij   for i=j   adequate/efficient variety V N =  j  i A ij   for i  j, or inadequate/inefficient variety V N =V F -V A   L= lim T   T/R length of macro-cycle I F =  j  i F ij   full quantity I A =  j  i F ij   for i=j   adequate/efficient quantity I N =  j  i F ij   for i  j, or inadequate/inefficient  quantity I N =I F -I A
Limits to Variety and Adjustment to Requisite Variety Law ,[object Object],[object Object],[object Object],Limits for information/program variety k    V F     k 2   full variety V A =k   adequate/efficient variety 0    V N     k 2 -k   inadequate/inefficient variety  V =V A /V F   variety efficiency ratio
Limits to Information/Program Quantity with Copies ,[object Object],Limits for information/program quantity with copies I A   L   limits of adeaquate/efficient information quantity I N   L-I A   limits of inadeaquate/inefficient information quantity V A   I A   relation between  adeaquate/efficient variety and quantity V F     I F   relation between  full variety and quantity  I =I A /I F   information/program efficiency ratio
Measures of Shannon and Kolmogorov K(X) = min |p|: U(p)=X   K(X|Y) = min |p|: U(p, Y)=X   I(Y:X) = K(X) – K(X|Y)   Shannon’s measure Kolmogorov’s measure ,[object Object],[object Object],[object Object],[object Object],L = L(X) = I A L 2  = L(Y:X) = L(X) – L(Y)   <  I A

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Revising the Theory of Information

  • 1. TICS: An Approach to The Concept of Information Presentation for INTAS seminar 21-23 September 2003, Moscow Pavel Luksha, Alexander Plekhanov
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  • 26. Example: Matrix model of Watt’s Governor (4 matrices) weight goes down weight goes up pressure falls pressure grows shaft slows down shaft speeds up pressure gate closed pressure gate opened
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  • 28. Quantitative Measures of Information/Programs Measures of information/program variety Measures of information/program quantity with copies indicated as IPions? V F =  j  i A ij full variety V A =  j  i A ij for i=j adequate/efficient variety V N =  j  i A ij for i  j, or inadequate/inefficient variety V N =V F -V A L= lim T  T/R length of macro-cycle I F =  j  i F ij full quantity I A =  j  i F ij for i=j adequate/efficient quantity I N =  j  i F ij for i  j, or inadequate/inefficient quantity I N =I F -I A
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