Economic and Game Theory
|"Inside every small problem is a large problem struggling to get out."|
Thread and Full Text View
NATURE - Current issue: Volume 445 Number 7126 pp339-458
1 - 'Infotaxis' as a strategy for searching without gradients p406
Massimo Vergassola, Emmanuel Villermaux and Boris I Shraiman
2 - Comparison of the Hanbury Brown–Twiss effect [HBTE] for bosons and fermions p402
T Jeltes, ..., CI Westbrook, et al
Please read editor's summary first, then article.
Infotaxis [and robotics] appear to be consistent with pursuit-evasion [P-E] games.
This is related to biophysics.
HBTE discusses the social life of atoms: HE-3 fermions and HE-4 bosons display bunching and anti-bunching [or attractor and dissopator] behavior.
Perhaps this type of high enegy physics [HEP] may be analyzed via P-E games.
Perhaps before there can be a grand unified theory of physics [both in mechanics and nature], there might be required a grand unified theory of mathematics.
GT appears to possibly encompass all branches of mathematics.
P-E may result in escape, equilibria or capture.
In nuclear physics, P-E may help explain:
escape: radioactice half-life
equilibria: stability of various electron shells about various nuclei
capture: k-capture. [Manage messages]