... decomposable under a stochastic relationship and if is renderable by an associative and commutative operation ◊ , then for any 2 × 2 design the ( ◊ ) -test is successful under the same . The verification is based on observing that ƒ ...
... 1 . The factor 0.99 was used rather than 1.0 to ensure that P would not be periodic . This choice forces the diagonal elements of P to be nonzero . 1.6.4 Eigenvalues of Decomposable Stochastic Matrices In Section 1.5.3 we 32 Chapter 1.
... decomposable preference structure ( definition 5 ) is a set of gambles for which the pair- wise preference ... stochastic learning models was accepted ; however , rather than postulate operators that transform a distribution of ...
The new edition has several significant changes, most prominently the addition of exercises for solution. These are intended to supplement the text, but lemmas needed in a proof are never relegated to the exercises.
... stochastic choice can be applied to the result Z , so that the final value of Y is not necessarily a deterministic ... decomposable ◊ function if there is a commutative associative function x ◇ y such that f ( x1 , ... , xk ) ...
... Stochastic Interconnected Systems by Dhemetrios Boussalis .2678 Stochastic Stability of a Class of Decentralized Systems by Dhemetrios Boussalis and Wiley E. Thompson .... 2683 On the Choice ... Decomposable Stochastic Processes by G ...
... stochastic function. Example 4.7 Suppose q.X;Y/ and s.X;Y/ are the parents of r.X/, where the the population of Y is ... decomposable combining rules, the resulting distribution is coherent (there is an equivalent class of ...
... stochastic choice, using a biased coin (e.g., using α), between the two tasks. Note that this choice is made for ... decomposable into μ1 and μ2 if there is an α and two tasks μ1 and μ2 such that μ = αμ1 ⊕ (1 − α)μ2 . Now, it is ...