complex numbers
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11—20 of 135 matching pages
11: 23.6 Relations to Other Functions
12: 25.14 Lerch’s Transcendent
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►If is not an integer then ; if is a positive integer then ; if is a non-positive integer then can be any complex number.
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13: 20.9 Relations to Other Functions
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20.9.3
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14: 21.5 Modular Transformations
15: 3.1 Arithmetics and Error Measures
16: 22.20 Methods of Computation
17: 3.9 Acceleration of Convergence
18: 25.15 Dirichlet -functions
19: 3.2 Linear Algebra
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►If is an matrix, then a real or complex number
is called an eigenvalue of , and a nonzero vector a corresponding (right) eigenvector, if
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20: 19.22 Quadratic Transformations
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►However, if and are complex conjugates and and are real, then the right-hand sides of all transformations in §§19.22(i) and 19.22(iii)—except (19.22.3) and (19.22.22)—are free of complex numbers and .
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