determinants
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11: 35.1 Special Notation
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complex variables. | |
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determinant of (except when where it means either determinant or absolute value, depending on the context). | |
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12: 35.3 Multivariate Gamma and Beta Functions
13: 22.8 Addition Theorems
14: 35.5 Bessel Functions of Matrix Argument
15: 18.2 General Orthogonal Polynomials
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§18.2(ix) Moments
… ►The Hankel determinant of order is defined by and …Also define determinants by , and …The recurrence coefficients and in (18.2.11_5) can be expressed in terms of the determinants (18.2.27) and (18.2.28) by …It is to be noted that, although formally correct, the results of (18.2.30) are of little utility for numerical work, as Hankel determinants are notoriously ill-conditioned. …16: 35.6 Confluent Hypergeometric Functions of Matrix Argument
17: 1.6 Vectors and Vector-Valued Functions
18: 1.5 Calculus of Two or More Variables
19: 23.10 Addition Theorems and Other Identities
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23.10.5
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