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5.6.5 Non-Negative Matrices

Оглавление

A matrix A is non-negative (written ) if all its elements are real and non-negative. A matrix A is greater than a matrix B if is positive. These kinds of matrices have many applications, for example Markov chains and stochastic matrix theory. They are also relevant when we construct monotone finite difference schemes and M-matrices to approximate the solution of differential equations, as we shall see later in this book.

Numerical Methods in Computational Finance

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