SynTalk

SynTalk thinks about theories & theorizing, while constantly wondering whether theories are explanatory as well as speculative (‘what-if’). Are all theories, in a sense, artistic creations and inventions (rather than discoveries)? Can we take the human out of the equation? The concepts are derived off / from Euclid, Newton, Leibniz, Alexander Pope, Robert Hooke, Boole, Faraday, Maxwell, Gauss, Hilbert, Godel, Bourbaki, Abraham Robinson, Weinberg, Stanley Fish, Lawvere, & Stephen Wolfram, among others. How all physical theories have a desire to predict & look into the future. How mathematical theories, however, do not need to predict and have no role for evidence. Further, how theories in literature are an attempt to explain the process of interpretation? Are there theories that are finished pieces of work (test: when all true statements are provable)? Are some theories destined to be incomplete? Will we ever have a complete theory for poetry? Is all of mathematics just a theory? Do all theories (real numbers, classical mechanics) have limits? Is everything that is there to be known about a triangle now known? How a theory comes to be conceived in areas far far removed from available knowledge, via a leap of imagination or (even) an act of faith. How ‘non-logical axioms’ when put into the magical black box of ‘logic’ churns out a list of ‘provable statements’. How crystalline & elegant axioms are often identified after years of calculations. Can we, for instance, axiomatize the notion of space or theorize about some currently ill understood domains of gravitation at the largest scale? How logic specifies a grammar for construction. How double negation may not work in some systems (what is not true is not necessarily false). May the idea of the observable or the ways of seeing itself be theoretical constructions? Can finished theories have parallel ways of thinking (say, lines of force, fields of force, or electromagnetic potential)? The links between theoreticity and abstraction, & is (even) man a theory (‘the proper study of mankind is man’?). Are (electrical) circuit laws completely autonomous of the fundamental Maxwell equations? Are Laws the robe and Theory the wardrobe? The links between dog star, functor, earthquake, QCD, ‘mortal grossness’, Nile floods, fluxions, video games, chariot, White Males, synthetic differential geometry, love-dove-&-shove, & the salt doll. How theories wax & wane with the consensus and dissensus of interpretive communities. Are there universal truths? Can we simulate the answer to any question with extremely efficient computation without theories? Will theory itself come to an end in the long run? The SynTalkrs are: Dr. Partha Pratim Ghosh (mathematics, ISI, Tezpur), Prof. Pramod K. Nayar (literature, University of Hyderabad, Hyderabad), & Prof. Urjit A. Yajnik (physics, IIT Bombay, Mumbai).