## CRC Standard Mathematical Tables and Formulae, 31st EditionThe 30th edition still provides you with all of the usual tools. As always, the handbook covers numbers, geometry, trigonometry, calculus, special functions, numerical methods, probability, and statistics; along with many new topics, such as control theory and design theory. This is an excellent reference handbook for modern mathematics, filled with tables, formulae, equations, and descriptions. |

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algebraic algorithm angle ax dx called Cartesian Cartesian tensor Christoffel symbols CN CN coefficients column complex numbers components confidence interval continued fraction converges coordinate system cosh critical value curvature curve defined definite denoted Determine the critical differential equations edge eigenvalues eigenvector element example f dx F-distribution factor finite formula Fourier function given graph G homogeneous coordinates integer integral inverse Laplace transforms linear matrix Mersenne prime method metric tensor multiplication n x n node nonzero norm normal distribution orthogonal parameter permutations plane polynomial positive integer prime numbers quadric radius random variable real numbers regular parametric representation reject the hypothesis ri ri ri root rotation sample scalar sequence sin2 sinh sinx solution square symmetric symmetric matrix tensor theorem transformation triangle vector vertex vertices zero