### EvoDyn-3s

EvoDyn-3s is a Mathematica computable document designed to analyze evolutionary dynamics in 3-strategy games. It generates phase portraits, computes rest points, and shows the eigenvalues at the rest points. For further details, please read the paper "EvoDyn-3s: A Mathematica Computable Document to Analyze Evolutionary Dynamics in 3-Strategy Games".

### 3-strategy Replicator Dynamics with Selective Assortment

This is a Mathematica notebook created to analyze the replicator dynamics in 3-strategy games under positive and negative selective assortment. For further details, please read the paper "Positive and negative selective assortment in pairwise interactions".

### Pair approximation for regular networks

This is a Mathematica notebook created to solve the pair approximation for 2x2 symmetric games on regular networks. The pair approximation is a system of differential equations explained in detail in section 2.4 of the free online book Agent-based Evolutionary Game Dynamics.

### BEP-3s-sp

BEP-3s-sp is a Mathematica notebook created to analyze Best Experienced Payoff (BEP) dynamics in 3 strategy games with several players. This software was used to create several figures in the paper "Strategy sets closed under payoff sampling".

### Replicator-Mutator Dynamics

Replicator-Mutator Dynamics with Three Strategies. For further details, please read the paper "Strictly Dominated Strategies in the Replicator-Mutator Dynamics". There is also a Mathematica demonstration.

### Reinforcement Learners

Expected Motion in 2x2 Symmetric Games Played by Reinforcement Learners. For further details, please read the paper "Reinforcement Learning Dynamics in Social Dilemmas"

### Mamdani Fuzzy Systems

Inference with Fuzzy IF-THEN Rules. For further details, please read the paper "Fuzzy Logic for Social Simulation using Mathematica"

### Expected Dynamics in 1-population 2x2 Symmetric Games

Expected Dynamics of an Imitation Model in 2x2 Symmetric Games. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### Expected Dynamics in 2-population 2x2 Symmetric Games

Expected Dynamics of an Intra-Population Imitation Model for Inter-Population 2x2 Symmetric Games. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### Expected Dynamics in the 1-population Hawk-Dove Game

Expected Dynamics of an Imitation Model in the Hawk-Dove Game. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### Expected Dynamics in the 2-population Hawk-Dove Game

Expected Dynamics of an Intra-Population Imitation Model in the Two-Population Hawk-Dove Game. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### Mixing in a Two-Group SIS Model

Mixing and Infection in a Two-Group SIS Model. For further details, please read the paper "Mixing and diffusion in a two-type population "

### Dynamics of Three-Strategy Symmetric Games

Dynamics of Three-Strategy Symmetric Games. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### Difference Equation vs Differential Equation

Difference Equation versus Differential Equation. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### Best Experienced Payoff dynamics in 3-strategy Tacit Coordination Games

Best Experienced Payoff (BEP) dynamics in 3-strategy Tacit Coordination Games (TCG). For further details, please read the paper "Stability of Strict Equilibria in Best Experienced Payoff Dynamics: Simple Formulas and Applications"

### An Imitation Model for 1-population 2x2 Symmetric Games

An Imitation Model for 2x2 Symmetric Games. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### An Imitation Model for 2-population 2x2 Symmetric Games

An Intra-Population Imitation Model for Inter-Population 2x2 Symmetric Games. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### An Imitation Model in the 1-population Hawk-Dove game

An Imitation Model in the Hawk-Dove Game. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"

### An Imitation Model in the 2-population Hawk-Dove game

An Intra-Population Imitation Model in the Two-Population Hawk-Dove Game. For further details, please read the paper "Stochastic Approximation to Understand Simple Simulation Models"