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REPLICATOR EQUATION

  • Replicator equation
  • Dynamical system

    In mathematics, the replicator equation is a type of dynamical system used in evolutionary game theory to model how the frequency of strategies in a population

    Replicator equation

    Replicator_equation

  • Replicator
  • Topics referred to by the same term

    Look up replicator in Wiktionary, the free dictionary. Replicator may refer to: Replicator (evolution unit), the theoretical basic unit of evolution in

    Replicator

    Replicator

  • List of equations
  • Functional equation Functional equation (L-function) Constitutive equation Laws of science Defining equation (physical chemistry) List of equations in classical

    List of equations

    List_of_equations

  • Evolutionary game theory
  • Application of game theory to evolving populations in biology

    the population and how the less fit will be culled, in a replicator equation. The replicator dynamics models heredity but not mutation, and assumes asexual

    Evolutionary game theory

    Evolutionary_game_theory

  • Generalized Lotka–Volterra equation
  • Set of equations

    coefficients, is available, which is based upon equivalence to the 3-type replicator equation. In the case of a single trophic community, the trophic level below

    Generalized Lotka–Volterra equation

    Generalized_Lotka–Volterra_equation

  • Tic-tac-toe
  • Paper-and-pencil game for two players

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Tic-tac-toe

    Tic-tac-toe

    Tic-tac-toe

  • Prisoner's dilemma
  • Standard example in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Prisoner's dilemma

    Prisoner's_dilemma

  • John von Neumann
  • Hungarian and American mathematician and physicist (1903–1957)

    this work he wrote a paper with A. H. Taub and Veblen extending the Dirac equation to projective relativity, with a key focus on maintaining invariance with

    John von Neumann

    John von Neumann

    John_von_Neumann

  • Paradox of tolerance
  • Logical paradox in decision-making theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Paradox of tolerance

    Paradox of tolerance

    Paradox_of_tolerance

  • Deterrence theory
  • Military strategy during the Cold War with regard to the use of nuclear weapons

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Deterrence theory

    Deterrence theory

    Deterrence_theory

  • Rock paper scissors
  • Hand game for two players or more

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Rock paper scissors

    Rock paper scissors

    Rock_paper_scissors

  • Nash equilibrium
  • Solution concept of a non-cooperative game

    strategy of a particular player should be 1. This creates a system of equations from which the probabilities of choosing each strategy can be derived

    Nash equilibrium

    Nash_equilibrium

  • Chicken (game)
  • Model of conflict for two players in game theory

    "anti-property rights" one must discover a way to break this additional symmetry. Replicator dynamics is a simple model of strategy change commonly used in evolutionary

    Chicken (game)

    Chicken_(game)

  • Arrow's impossibility theorem
  • Proof all ranked voting rules have spoilers

    feelings-to-actions relationship takes a generic form, is consistently replicable, and is fairly close to linear in structure. Therefore, it seems that

    Arrow's impossibility theorem

    Arrow's_impossibility_theorem

  • Price equation
  • Description of how a trait or gene changes in frequency over time

    the second term is zero, we get the replicator equation, which is the continuous analogue of the simple Price equation below. When the characteristic values

    Price equation

    Price_equation

  • Competitive Lotka–Volterra equations
  • Model of multi-species population dynamics

    coefficients, is available, which is based upon equivalence to the 3-type replicator equation. This model can be generalized to any number of species competing

    Competitive Lotka–Volterra equations

    Competitive_Lotka–Volterra_equations

  • Replicator (Star Trek)
  • Fictional machine in the Star Trek universe

    In Star Trek, a replicator is a machine that can create (and recycle) things. Replicators were originally seen to simply synthesize meals on demand, but

    Replicator (Star Trek)

    Replicator (Star Trek)

    Replicator_(Star_Trek)

  • Game theory
  • Mathematical models of strategic interactions

    rule explains the evolutionary rationale behind this selection with the equation c < b × r, where the cost c to the altruist must be less than the benefit

    Game theory

    Game_theory

  • Daniel Kahneman
  • Israeli-American psychologist and economist (1934–2024)

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Daniel Kahneman

    Daniel Kahneman

    Daniel_Kahneman

  • Pareto efficiency
  • Weakly optimal allocation of resources

    ui(s) for every player i and uj(s′) > uj(s) for some player j. In this equation, u represents the utility or benefit and j represents the player. Efficiency

    Pareto efficiency

    Pareto_efficiency

  • Cooperative bargaining
  • Problem in process of sharing surplus

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Cooperative bargaining

    Cooperative_bargaining

  • Conflict resolution
  • Facilitating a peaceful outcome to a dispute

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Conflict resolution

    Conflict_resolution

  • Minimax
  • Decision rule used for minimizing the possible loss for a worst-case scenario

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Minimax

    Minimax

  • Solving chess
  • Finding an optimal algorithm for playing chess

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Solving chess

    Solving_chess

  • Alpha–beta pruning
  • Search algorithm

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Alpha–beta pruning

    Alpha–beta_pruning

  • Tit for tat
  • English saying meaning "equivalent retaliation"

    An agent using this strategy will first cooperate, then subsequently replicate an opponent's previous action. If the opponent previously was cooperative

    Tit for tat

    Tit for tat

    Tit_for_tat

  • Focal point (game theory)
  • Concept in game theory

    natural "focal point". Later, Schelling's informal experiments have been replicated under controlled conditions with monetary incentives by Judith Mehta.

    Focal point (game theory)

    Focal_point_(game_theory)

  • Cournot competition
  • Economic model

    {\displaystyle m_{1}} of the first equation is necessarily greater than the root m 2 {\displaystyle m_{2}} of the second equation. We have seen that Cournot's

    Cournot competition

    Cournot_competition

  • Hypercycle (chemistry)
  • Cyclic sequence of self-reproducing single cycles

    all essential information. The hypercycle is a special case of the replicator equation. The most important properties of hypercycles are autocatalytic growth

    Hypercycle (chemistry)

    Hypercycle (chemistry)

    Hypercycle_(chemistry)

  • Solved game
  • Game whose outcome can be correctly predicted

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Solved game

    Solved_game

  • Impunity game
  • Game in experimental economics

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Impunity game

    Impunity_game

  • Zero-sum game
  • Situation where total gains match total losses

    by using a change of variables that puts it in the form of the above equations and thus such games are equivalent to linear programs, in general. If

    Zero-sum game

    Zero-sum_game

  • Homo economicus
  • Model of humans as rational, self-interested agents

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Homo economicus

    Homo_economicus

  • Mechanism design
  • Field of economics and game theory

    \theta } the control. As usual in optimal control the costate evolution equation must satisfy ∂ ν ∂ θ = − ∂ H ∂ x = − ( ∂ V ∂ x ( x , θ ) − 1 − P ( θ )

    Mechanism design

    Mechanism design

    Mechanism_design

  • Evolutionarily stable state
  • Condition where selection restores genetic composition

    the replicator equation is also a frequently utilized tool. Evolutionarily stable states are often taken as solutions to the replicator equation, here

    Evolutionarily stable state

    Evolutionarily_stable_state

  • Immanuel Bomze
  • Austrian mathematician

    (generalized Lotka–Volterra equation) on the plane, employing equivalence of this dynamics to the 3-type replicator equation. In “Non-cooperative two-person

    Immanuel Bomze

    Immanuel_Bomze

  • Shapley value
  • Concept in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Shapley value

    Shapley value

    Shapley_value

  • Appeasement
  • Diplomatic policy of concessions

    to defend Czechoslovakia in the event of war and the exclusion from the equation of the Soviet Union, which Chamberlain distrusted, meant that the outcome

    Appeasement

    Appeasement

    Appeasement

  • Bounded rationality
  • Making of satisfactory, not optimal, decisions

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Bounded rationality

    Bounded_rationality

  • Tragedy of the commons
  • Overuse of a shared resource

    destruction of the file in the digital environment, and because it can be replicated and disseminated throughout the digital environment. However, it can still

    Tragedy of the commons

    Tragedy of the commons

    Tragedy_of_the_commons

  • Perfect information
  • Condition in economics and game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Perfect information

    Perfect information

    Perfect_information

  • Cooperative game theory
  • Game where groups of players may enforce cooperative behaviour

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Cooperative game theory

    Cooperative_game_theory

  • Stag hunt
  • Conflict between safety and cooperation

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Stag hunt

    Stag_hunt

  • Strategic move
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Strategic move

    Strategic_move

  • Peace war game
  • Iterated game for peace and conflict studies

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Peace war game

    Peace_war_game

  • Airport problem
  • Problem in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Airport problem

    Airport_problem

  • Amos Tversky
  • Israeli psychologist (1937–1996)

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Amos Tversky

    Amos_Tversky

  • John Harsanyi
  • Hungarian-American economist and philosopher (1920–2000)

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    John Harsanyi

    John_Harsanyi

  • Chopsticks (hand game)
  • Hand game for two or more players

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Chopsticks (hand game)

    Chopsticks (hand game)

    Chopsticks_(hand_game)

  • Winner's curse
  • Tendency to overestimate in auctions

    report an effect size much larger than is likely to be seen in subsequent replication studies. Selection bias – Bias in a statistical analysis due to non-random

    Winner's curse

    Winner's curse

    Winner's_curse

  • Ultimatum game
  • Game in economic experiments

    behavior in the ultimatum game. Simple evolutionary models, e.g. the replicator dynamics, cannot account for the evolution of fair proposals or for rejections

    Ultimatum game

    Ultimatum game

    Ultimatum_game

  • Win–win game
  • Game theory scenario

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Win–win game

    Win–win_game

  • Move by nature
  • Term in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Move by nature

    Move by nature

    Move_by_nature

  • Implementation theory
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Implementation theory

    Implementation_theory

  • Transferable utility
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Transferable utility

    Transferable_utility

  • Volunteer's dilemma
  • Game theory case weighing own/others' sacrifice

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Volunteer's dilemma

    Volunteer's_dilemma

  • Trigger strategy
  • Class of strategies employed in a repeated non-cooperative game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Trigger strategy

    Trigger_strategy

  • Merrill M. Flood
  • American mathematician (1908-1991)

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Merrill M. Flood

    Merrill_M._Flood

  • Robert Aumann
  • Israeli-American mathematician (born 1930)

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Robert Aumann

    Robert Aumann

    Robert_Aumann

  • Escalation of commitment
  • Human behavior pattern in which the participant takes on increasing risk

    Planck's principle – Principle that scientific change is generational Replication crisis – Observed inability to reproduce scientific studies Sunk cost –

    Escalation of commitment

    Escalation_of_commitment

  • Moving-knife procedure
  • Solution to the fair division problem

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Moving-knife procedure

    Moving-knife_procedure

  • No-win situation
  • Situation where all parties are worse off

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    No-win situation

    No-win_situation

  • Strategy (game theory)
  • Complete plan on how a game player will behave in every possible game situation

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Strategy (game theory)

    Strategy_(game_theory)

  • Repeated game
  • Game that repeats a base game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Repeated game

    Repeated_game

  • Game form
  • Game theory concept

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Game form

    Game_form

  • Stable matching problem
  • Pairing where no unchosen pair prefers each other over their choice

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Stable matching problem

    Stable_matching_problem

  • Sequential game
  • Class of games where players choose their actions sequentially

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Sequential game

    Sequential game

    Sequential_game

  • Lewis signaling game
  • Type of signaling game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Lewis signaling game

    Lewis signaling game

    Lewis_signaling_game

  • Conflict escalation
  • Concept in conflict studies

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Conflict escalation

    Conflict_escalation

  • List of games in game theory
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    List of games in game theory

    List_of_games_in_game_theory

  • Wait/walk dilemma
  • Problem about bus travel

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Wait/walk dilemma

    Wait/walk dilemma

    Wait/walk_dilemma

  • Peace and conflict studies
  • Field in social science

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Peace and conflict studies

    Peace and conflict studies

    Peace_and_conflict_studies

  • David K. Levine
  • American economist

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    David K. Levine

    David_K._Levine

  • Fictitious play
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Fictitious play

    Fictitious_play

  • Mean-field game theory
  • Study of strategic decision making

    Hamilton-Jacobi-Bellman equation is the Bellman equation, and the discrete version of the Fokker-Planck equation is the Kolmogorov equation. Specifically, for

    Mean-field game theory

    Mean-field_game_theory

  • Screening game
  • Game class in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Screening game

    Screening_game

  • Bayesian efficiency
  • Analog of Pareto efficiency for situations with incomplete information

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Bayesian efficiency

    Bayesian_efficiency

  • Combinatorial game theory
  • Branch of game theory about two-player sequential games with perfect information

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Combinatorial game theory

    Combinatorial game theory

    Combinatorial_game_theory

  • Battle of the sexes (game theory)
  • Two-player coordination game in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Battle of the sexes (game theory)

    Battle_of_the_sexes_(game_theory)

  • Electronic mail game
  • Incomplete-information coordination game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Electronic mail game

    Electronic_mail_game

  • Search game
  • Two-person zero-sum game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Search game

    Search_game

  • Complete mixing
  • proximity. This assumption is implicit in the replicator equation, a system of differential equations that represents one of the fundamental models in

    Complete mixing

    Complete_mixing

  • Graphical game theory
  • Branch of mathematics

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Graphical game theory

    Graphical_game_theory

  • Unscrupulous diner's dilemma
  • Game theory dilemma

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Unscrupulous diner's dilemma

    Unscrupulous_diner's_dilemma

  • Dollar auction
  • Game illustrating paradox in rational choice theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Dollar auction

    Dollar_auction

  • Blotto game
  • Resource distribution game

    Play and Integral Equations with Skew Symmetric Kernels (1953 translation from the French paper "La théorie du jeu et les équations intégrales à noyau

    Blotto game

    Blotto_game

  • Bayes correlated equilibrium
  • Solution concept in Game Theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Bayes correlated equilibrium

    Bayes_correlated_equilibrium

  • Conjectural variation
  • + ϕ {\displaystyle \phi =-{\frac {1}{2+a+\phi }}} This is a quadratic equation which gives us the unique consistent conjecture ϕ ∗ = − ( 1 + a 2 ) + 4

    Conjectural variation

    Conjectural_variation

  • Markov strategy
  • Strategy which only depends on the current state of a game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Markov strategy

    Markov_strategy

  • Sequential equilibrium
  • Refinement of Nash equilibrium

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Sequential equilibrium

    Sequential_equilibrium

  • Pirate game
  • Simple mathematical game

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Pirate game

    Pirate_game

  • Markov perfect equilibrium
  • Concept in game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Markov perfect equilibrium

    Markov_perfect_equilibrium

  • Paul Milgrom
  • American economist (born 1948)

    and Roberts suggested that this is why businesses had been unable to replicate Lincoln Electric's performance incentive system because the classic piece

    Paul Milgrom

    Paul Milgrom

    Paul_Milgrom

  • Symmetric equilibrium
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Symmetric equilibrium

    Symmetric_equilibrium

  • Self-confirming equilibrium
  • Aspect of game theory

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Self-confirming equilibrium

    Self-confirming_equilibrium

  • Stackelberg competition
  • Economic model

    q_{2}}}=0.} The values of q 2 {\displaystyle q_{2}} that satisfy this equation are the best responses. Now the best response function of the leader is

    Stackelberg competition

    Stackelberg_competition

  • Glossary of game theory
  • stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Glossary of game theory

    Glossary_of_game_theory

  • Intransitive game
  • Zero-sum game where competitions between strategies contain a cycle

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Intransitive game

    Intransitive_game

  • Evolutionary dynamics
  • Modelling evolution using differential equations

    evolutionary biology that developed from research using differential equations to model both genetic and phenotypic change. Thus it differs from population

    Evolutionary dynamics

    Evolutionary_dynamics

  • Resource holding potential
  • Biological concept

    stable set Evolutionarily stable state Evolutionarily stable strategy Replicator equation Risk dominance Stochastically stable equilibrium Weak evolutionarily

    Resource holding potential

    Resource_holding_potential

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  • Transpose
  • v. t.

    To bring, as any term of an equation, from one side over to the other, without destroying the equation; thus, if a + b = c, and we make a = c - b, then b is said to be transposed.

  • Replicate
  • v. t.

    To reply.

  • Avoid
  • a.

    To defeat or evade; to invalidate. Thus, in a replication, the plaintiff may deny the defendant's plea, or confess it, and avoid it by stating new matter.

  • Replication
  • n.

    The reply of the plaintiff, in matters of fact, to the defendant's plea.

  • Solution
  • n.

    The act of solving, or the state of being solved; the disentanglement of any intricate problem or difficult question; explanation; clearing up; -- used especially in mathematics, either of the process of solving an equation or problem, or the result of the process.

  • Sinusoid
  • n.

    The curve whose ordinates are proportional to the sines of the abscissas, the equation of the curve being y = a sin x. It is also called the curve of sines.

  • Transformation
  • n.

    The change, as of an equation or quantity, into another form without altering the value.

  • Replicate
  • a.

    Alt. of Replicated

  • Rejoinder
  • n.

    The defendant's answer to the plaintiff's replication.

  • Equation
  • n.

    An expression of the condition of equality between two algebraic quantities or sets of quantities, the sign = being placed between them; as, a binomial equation; a quadratic equation; an algebraic equation; a transcendental equation; an exponential equation; a logarithmic equation; a differential equation, etc.

  • Transposition
  • n.

    The bringing of any term of an equation from one side over to the other without destroying the equation.

  • Variable
  • n.

    A quantity which may increase or decrease; a quantity which admits of an infinite number of values in the same expression; a variable quantity; as, in the equation x2 - y2 = R2, x and y are variables.

  • Menstrual
  • a.

    Recurring once a month; monthly; gone through in a month; as, the menstrual revolution of the moon; pertaining to monthly changes; as, the menstrual equation of the sun's place.

  • Identity
  • n.

    An identical equation.

  • Replication
  • n.

    A repetition; a copy.

  • Replicated
  • a.

    Folded over or backward; folded back upon itself; as, a replicate leaf or petal; a replicate margin of a shell.

  • Rejoin
  • v. i.

    To answer, as the defendant to the plaintiff's replication.

  • Replication
  • n.

    Return or repercussion, as of sound; echo.

  • Replication
  • n.

    An answer; a reply.

  • Explicator
  • n.

    One who unfolds or explains; an expounder; an explainer.