Random Adventures in Physics and Weirdness Taner Edis Department of Physics, Truman State University Randomness in physics • Kinetic theory. Very complex ~ random. • Ensembles. • Statistical physics: use macroscopic, statistical variables. • Strict randomness not necessary. 2011 Physics and Weirdness 2 Chaos ≈ Randomness • Example: can get diffusion equation from deterministic microscopic dynamics. Positive K-S entropy. • Can always gather more information to improve predictions. 2011 Physics and Weirdness 3 Quantum randomness • Probability distributions are all we can predict. • Unlike chaos, no possibility of improving predictions with further information. • “Hidden variables” a distraction. 2011 Physics and Weirdness 4 Random = Patternless Disordered: No correlations. ~ Fair coin flip. Pass all possible statistical tests. No predictability. No pattern. Ordered: Correlated. Has pattern–– predictable. 2011 Physics and Weirdness 5 Algorithmic randomness 0100011011000111101… • Kolmogorov, Martin-Löf, Solomonoff, Chaitin… • No algorithm correctly gives more than a finite subset of the infinite sequence. • = No correlations, fair coin flip, pass all possible statistical tests. 2011 Physics and Weirdness 6 Random ~ incompressible • Complexity ~ cost minimum. • Algorithmic complexity H(s): minimum program size required to produce s. • s = 01010101010101… compressible. • Incompressible s: H(s) ≈ |s|. • Random: infinite limit of incompressible sequences. 2011 Physics and Weirdness 7 What good is this? • We already know how to use probability and statistics in physics. • Weirdness: quantum mysticism, intelligent design creationism, religious physics, etc. 2011 Physics and Weirdness 8 Quantum consciousness? • Example: Roger Penrose in 1990’s. Anti-AI. • Gödelian arguments: machines get caught in ruts. • Quantum gravity? Consciousnessmagic? Microtubules? 2011 Physics and Weirdness 9 Nonalgorithmic thinking • Plausible: Human thinking is nonalgorithmic. Gödelian arguments are right: algorithms do get stuck in ruts. • Could randomness help? Maximally nonalgorithmic. Generates novelty; breaks machines out of ruts. • Does machine intelligence only require access to a RNG? 2011 Physics and Weirdness 10 Combining rules and dice • Machine with RNG: combines algorithms with randomness. • Every infinite bit sequence (function) 01001011110…: s = algorithm + random part • Is algorithm always finite? 2011 Physics and Weirdness 11 Completeness • Completeness theorem (Edis 1998). • Combinations of rules and randomness, where the algorithmic structure is always finite, describe all bit sequences. • Machines with RNGs can perform all tasks not requiring specific random infinite sequences. • Gödel does not stand against AI. 2011 Physics and Weirdness 12 Intelligent design • William Dembski; last decade. • Claim rigorous ID detection: eliminate chance (randomness) and necessity (rules); left with design. • NFL theorems. 2011 Physics and Weirdness 13 The claims of ID • Mindless physical processes, combining rules and randomness, cannot achieve certain outcomes, such as life or mind. • In particular, the Darwinian combination of variation and selection is not creative. • We need something nonphysical (mind, intelligence) to achieve certain outcomes (specified complexity). 2011 Physics and Weirdness 14 Of scientific interest? • Interesting claim: Detecting intelligence. • Proposing new mathematical tools done all the time. • Not obviously crazy. • Interesting question about limits of physics. 2011 Physics and Weirdness 15 Physical explanations • Combine rules and randomness––what has to be listed explicitly, without a pattern. • Is there anything we see that “chance and necessity” cannot do? 2011 Physics and Weirdness 16 Taking ID seriously • Physicists, biologists, computer scientists, etc. address the best of ID. (Dembski and Behe.) • Young & Edis, Why Intelligent Design Fails (Rutgers UP 2004/6). • ID fails badly. 2011 Physics and Weirdness 17 Failed design detection • Dembski’s math: lots of technical errors. • Kolmogorov (algorithmic) complexity more relevant. • ID design-detection proposals overlook combinations of rules and randomness. 2011 Physics and Weirdness 18 Not fixable • Completeness: No dependence on specific random infinite sequence proposed by ID. (Not doable: infinite information.) • Biology is accessible to rules and randomness. 2011 Physics and Weirdness 19 Randomness vs. design • Misunderstanding of randomness pervasive in ID-like intuitions. • Even among physicists (e.g. Barr 2009). • Evidence for design very unlikely to come from physics or biology. 2011 Physics and Weirdness 20 Islamic weirdness • Antipathy to randomness in Muslim thinking about science. • Islamic countries weak in science, strong in popular pseudoscience, including creationism, ID. • Also physics abuse. 2011 Physics and Weirdness 21 Occasionalism • Medieval theological objections to natural causality. Everything under direct divine control. • Today’s pro-technology pseudoscience. Nur movement in Turkey. 2011 Physics and Weirdness 22 Nothing uncaused? • QM: Uncaused events. Macroscopic cause-andeffect emerges from random substrate. • Islamic QM: No natural causality, but everything is caused by God. • Non New-Age QM abuse. 2011 Physics and Weirdness 23 No causes to infer • Random = patternless. No pattern in data to infer any causal structure, or purpose, or intent, or design, or anything. • Might still be a cause. But support must come from outside of physics. 2011 Physics and Weirdness 24 Enjoy randomness! • Quantum mechanics. • Closely tied to symmetry. (Dice) • Symmetry breaking. The laws of physics tell us what sort of dice we roll to generate universes. 2011 Physics and Weirdness 25 Books 2011 Physics and Weirdness 26 Thanks for listening • Questions? 2011 Physics and Weirdness 27