EvoLudoLab: Rock-Paper-Scissors - IBS - Revision history

Hauert at 07:44, 19 February 2026

2026-02-19T07:44:37Z

← Older revision		Revision as of 00:44, 19 February 2026
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	{{EvoLudoLab:RSP\|		{{EvoLudoLab:RSP\|
	options="--module RSP --run --delay 50 --view ~~Strategies_~~-_Simplex_S3 --timestep 0.1 --popsize 1000 --popupdate async --playerupdate imitate --geometry M --interactions all --references r1 --init frequencies 50,33.3,16.7 --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0 --points 0.5,0.333,0.166"\|		options="--module RSP --run --delay 50 --view Traits_-_Simplex_S3 --timestep 0.1 --popsize 1000 --popupdate async --playerupdate imitate --geometry M --interactions all --references r1 --init frequencies 50,33.3,16.7 --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0 --points 0.5,0.333,0.166"\|
	title=Individual based simulations (IBS)\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}		The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}

Hauert at 21:39, 12 August 2024

2024-08-12T21:39:00Z

← Older revision		Revision as of 14:39, 12 August 2024
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	{{EvoLudoLab:RSP\|		{{EvoLudoLab:RSP\|
	options="--module RSP --run --delay 50 --view Strategies_-_Simplex_S3 --timestep 0.1 --popsize 1000 --popupdate async --playerupdate imitate --geometry M --interactions all --references r1 --~~inittype~~ frequencies 50,33.3,16.7 --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0 --points 0.5,0.333,0.166"\|		options="--module RSP --run --delay 50 --view Strategies_-_Simplex_S3 --timestep 0.1 --popsize 1000 --popupdate async --playerupdate imitate --geometry M --interactions all --references r1 --init frequencies 50,33.3,16.7 --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0 --points 0.5,0.333,0.166"\|
	title=Individual based simulations (IBS)\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}		The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}

Hauert at 19:23, 4 August 2024

2024-08-04T19:23:25Z

← Older revision		Revision as of 12:23, 4 August 2024
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	{{EvoLudoLab:RSP\|		{{EvoLudoLab:RSP\|
	options="--~~game~~ RSP --run --delay 50 --view Strategies_-_Simplex_S3 --~~reportfreq~~ 0.1 --popsize 1000 --popupdate async --playerupdate imitate ~~--playerupdatenoise 1~~ --geometry M --~~intertype a --numinter 1~~ --references r1 --~~init~~ 50,33.3,16.7 ~~--inittype frequencies --mutation 0.0 --basefit 1.0 --selection 1.0~~ --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0"\|		options="--module RSP --run --delay 50 --view Strategies_-_Simplex_S3 --timestep 0.1 --popsize 1000 --popupdate async --playerupdate imitate --geometry M --interactions all --references r1 --inittype frequencies 50,33.3,16.7 --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0 --points 0.5,0.333,0.166"\|
	title=Individual based simulations (IBS)\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}		The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}

Hauert at 23:03, 12 October 2023

2023-10-12T23:03:51Z

← Older revision		Revision as of 16:03, 12 October 2023
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	{{EvoLudoLab:RSP\|		{{EvoLudoLab:RSP\|
	options="--game RSP --run ~~--AA~~ --delay 50 --view Strategies_-_Simplex_S3 ~~--no3D~~ --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --~~updateprob~~ 1.0 --geometry M --intertype a --numinter 1 --~~reprotype~~ r1 --~~initfreqs~~ 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|		options="--game RSP --run --delay 50 --view Strategies_-_Simplex_S3 --reportfreq 0.1 --popsize 1000 --popupdate async --playerupdate imitate --playerupdatenoise 1 --geometry M --intertype a --numinter 1 --references r1 --init 50,33.3,16.7 --inittype frequencies --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0,0.7,-1;-1,0,3.4;0.8,-1,0"\|
	title=Individual based simulations (IBS)\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}		The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}

Hauert at 08:50, 15 March 2016

2016-03-15T08:50:49Z

← Older revision		Revision as of 01:50, 15 March 2016
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	{{EvoLudoLab:RSP\|		{{EvoLudoLab:RSP\|
	options="--run --AA --delay 50 --view ~~Strategy_~~-~~_S3~~ --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|		options="--game RSP --run --AA --delay 50 --view Strategies_-_Simplex_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|
	title=Individual based simulations (IBS)\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}		The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}

Hauert at 22:09, 21 March 2012

2012-03-21T22:09:24Z

← Older revision		Revision as of 15:09, 21 March 2012
Line 2:		Line 2:
	options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|		options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|
	title=Individual based simulations (IBS)\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point ~~<math>~~\hat x~~</math>~~ is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, ~~<math>~~N=1000~~</math>~~. In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point \(\hat x\) is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, \(N=1000\). In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are ~~<math>~~s = 1.4~~</math>~~ with a starting point is close to the attractor ~~<math>~~\hat x=(1/2, 1/3, 1/6)~~</math>~~.}}		The parameters are \(s = 1.4\) with a starting point is close to the attractor \(\hat x=(1/2, 1/3, 1/6)\).}}
	~~[[Category: Christoph Hauert]]~~

Hauert at 21:41, 19 March 2012

2012-03-19T21:41:09Z

← Older revision		Revision as of 14:41, 19 March 2012
Line 1:		Line 1:
	{{EvoLudoLab:RSP\|		{{EvoLudoLab:RSP\|
	options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|		options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"\|
	title=Individual based simulations\|		title=Individual based simulations (IBS)\|
	doc=The interior fixed point <math>\hat x</math> is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, <math>N=1000</math>. In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.		doc=The interior fixed point <math>\hat x</math> is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, <math>N=1000</math>. In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

	The parameters are <math>s = 1.4</math> with a starting point is close to the attractor <math>\hat x=(1/2, 1/3, 1/6)</math>.}}		The parameters are <math>s = 1.4</math> with a starting point is close to the attractor <math>\hat x=(1/2, 1/3, 1/6)</math>.}}
	[[Category: Christoph Hauert]]		[[Category: Christoph Hauert]]

Hauert: Created page with "{{EvoLudoLab:RSP| options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --inter..."

2012-03-19T21:40:41Z

Created page with "{{EvoLudoLab:RSP| options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --inter..."

New page

{{EvoLudoLab:RSP|
options="--run --AA --delay 50 --view Strategy_-_S3 --no3D --reportfreq 0.1 --popsize 1000 --popupdate r --playerupdate I1 --updateprob 1.0 --geometry M --intertype a --numinter 1 --reprotype r1 --initfreqs 50:33.3:16.7 --mutation 0.0 --basefit 1.0 --selection 1.0 --paymatrix 0:0.7:-1;-1:0:3.4;0.8:-1:0"|
title=Individual based simulations|
doc=The interior fixed point <math>\hat x</math> is a stable focus of the replicator dynamics. Stochastic fluctuations arise in individual based simulations of populations with a finite size, <math>N=1000</math>. In the absence of mutations, the boundaries are absorbing and even though the interior fixed point is attracting, the population will eventually end up in one of the absorbing homogenous states with all rock, all paper or all scissors.

The parameters are <math>s = 1.4</math> with a starting point is close to the attractor <math>\hat x=(1/2, 1/3, 1/6)</math>.}}
[[Category: Christoph Hauert]]