EPISODE · Oct 3, 2016 · 1H 5M
#TPDP (The Path Dependent Paths) --- SynTalk
from SynTalk · host SynTalk
Are you using a QWERTY keyboard? Why do all clocks go clockwise? Can some systems get locked into sub-optimal states? Why are some processes path dependent and some not? Does the number of variables or the ‘direction’ of change matter? Can future be memory-less, & depend only on the present and not on the past? Can one ‘ensure’ that systems escape unstable equilibria? What role do initial conditions and noise play in arriving at one of multiple possible equilibria? When do systems have unique point convergence or an invariant probability distribution curve? Given enough time, do all systems visit all possible states; why or why not? ‘Why’ does time influence outcomes? Are large complex systems invariably irreversible? How do single/multiple agent/objective systems differ from each other? When does learning take place? Do biological evolutionary 'equations' have identifiable optimization function(s) and/or equilibria? Can complex systems be directed to specific (or one of a few) end states? Is persistent socioeconomic inequality also a state of equilibrium, & why might (not) affirmative action work in this context? Is stable equilibrium ‘better’ equilibrium? SynTalk thinks about these & more questions using concepts from game theory & mathematics (Prof. Vivek S. Borkar, IIT Bombay, Mumbai), and statistical mechanics & soft matter physics (Prof. Srikanth Sastry, JNCASR, Bangalore). Listen in....
What this episode covers
Are you using a QWERTY keyboard? Why do all clocks go clockwise? Can some systems get locked into sub-optimal states? Why are some processes path dependent and some not? Does the number of variables or the ‘direction’ of change matter? Can future be memory-less, & depend only on the present and not on the past? Can one ‘ensure’ that systems escape unstable equilibria? What role do initial conditions and noise play in arriving at one of multiple possible equilibria? When do systems have unique point convergence or an invariant probability distribution curve? Given enough time, do all systems visit all possible states; why or why not? ‘Why’ does time influence outcomes? Are large complex systems invariably irreversible? How do single/multiple agent/objective systems differ from each other? When does learning take place? Do biological evolutionary 'equations' have identifiable optimization function(s) and/or equilibria? Can complex systems be directed to specific (or one of a few) end states? Is persistent socioeconomic inequality also a state of equilibrium, & why might (not) affirmative action work in this context? Is stable equilibrium ‘better’ equilibrium? SynTalk thinks about these & more questions using concepts from game theory & mathematics (Prof. Vivek S. Borkar, IIT Bombay, Mumbai), and statistical mechanics & soft matter physics (Prof. Srikanth Sastry, JNCASR, Bangalore). Listen in....
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#TPDP (The Path Dependent Paths) --- SynTalk
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