GAMBIT-NFG-LOGITDYN(1) User Commands GAMBIT-NFG-LOGITDYN(1)NAME
gambit-nfg-logitdyn - Identifies quantal response equilibria
This program attempts to identify the quantal response equilibria which are stable under the perturbed best-reply dynamics for a given
value of the logit precision parameter 'lambda'.
The program takes a normal form game on standard input.
OPTIONS -f PLAYER
Number of decimal places to display in outputting profiles (Default is 6)
Number of random starting points to generate (default is 100)
Value of lambda (required)
Tolerance for stopping criterion (parameter is exponent to 10^(-k), default is 6).
The full documentation for gambit-nfg-logitdyn: is maintained as a Texinfo manual. If the info and gambit-nfg-logitdyn: programs are prop-
erly installed at your site, the command
should give you access to the complete manual.
gambit-nfg-logitdyn: 0.2010.09.01 January 2011 GAMBIT-NFG-LOGITDYN(1)
Check Out this Related Man Page
GAMBIT-SIMPDIV(1) User Commands GAMBIT-SIMPDIV(1)NAME
gambit-simpdiv - Compute Nash equilibria using simplicial subdivision
Compute Nash equilibria using simplicial subdivision
Accepts game on standard input. With no options, computes one approximate Nash equilibrium.
OPTIONS -d DECIMALS
show equilibria as floating point, with DECIMALS digits (default is to show as rational numbers)
granularity of grid refinement at each step (default is 2)
-h print this help message
generate random starting points with denominator DENOM
number of starting points to generate (requires -r)
file containing starting points
-q quiet mode (suppresses banner)
-v verbose mode (shows intermediate output) (default is to only show equilibria)
Gambit version 0.2010.09.01, Copyright (C) 1994-2010, The Gambit Project This is free software, distributed under the GNU GPL
The full documentation for Compute is maintained as a Texinfo manual. If the info and Compute programs are properly installed at your
site, the command
should give you access to the complete manual.
gambit-simpdiv: 0.2010.09.01 January 2011 GAMBIT-SIMPDIV(1)
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