Some viewers chalked it up as yet another article of proof that we are living in a vast, deterministic video game — or, even more conspiratorially, that action in the N.B.A. is just as minutely planned as professional wresting, or the Ice Capades.
The next one is the Deterministic pursuit-evasion game.
This basic system is commonly modeled as a manufacturer-Stackelberg ([mS]) game under a "deterministic and symmetric-information" ("det-sym-i") framework.
Considering its recent and very dynamic development, the theory of backward stochastic differential equations has attracted many researchers, with its vast field of applications in stochastic control, games, finance, and deterministic and stochastic partial differential equations.
This solution corresponds to the equilibrium point (EP) of the game, and may be non-deterministic, in that the optimal choice of strategy to use in any given play of the game is chosen randomly according to a probability distribution over all possible strategy choices.
Approaches for designing time-varying tariffs include deterministic programming [22], stochastic programming [21, 23], and game theory [28, 34].
This concept has been incorporated into various, typically deterministic, mathematical frameworks rooted in population genetics and game theory (Day 2005).
In fact, despite the predominant activity patterns of the game being aerobic in nature, the most deterministic factors of match outcome depend on anaerobic mechanisms [41].
Since in our case the immediate payoff of every player in each step depends not only on his own action and the action of the opponent but also on the previous state of the player (influence of the hopping cost), our game as a whole cannot be represented by two deterministic payoff matrices.
The axiom of choice is needed not because the Hintikka definition uses games, but because it assumes that strategies are deterministic, i.e. that they are single-valued functions giving the user no choice of options.
