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1: 21.8 Abelian Functions
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►For every Abelian function, there is a positive integer , such that the Abelian function can be expressed as a ratio of linear combinations of products with factors of Riemann theta functions with characteristics that share a common period lattice.
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2: 24.1 Special Notation
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►Among various older notations, the most common one is
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integers, nonnegative unless stated otherwise. | |
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greatest common divisor of . | |
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3: 27.1 Special Notation
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positive integers (unless otherwise indicated). | |
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greatest common divisor of . If , and are called relatively prime, or coprime. | |
greatest common divisor of . | |
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4: 27.3 Multiplicative Properties
5: Viewing DLMF Interactive 3D Graphics
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►WebGL is supported in the current versions of most common web browsers.
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6: 31.17 Physical Applications
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►for the common eigenfunction , where is the coupling parameter of interacting spins.
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31.17.4
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7: 27.8 Dirichlet Characters
8: 1.1 Special Notation
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►In the physics, applied maths, and engineering literature a common alternative to is , being a complex number or a matrix; the Hermitian conjugate of is usually being denoted .
9: 27.10 Periodic Number-Theoretic Functions
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►Examples are the Dirichlet characters (mod ) and the greatest common divisor regarded as a function of .
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27.10.5
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27.10.6
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27.10.8
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10: 10.1 Special Notation
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►A common alternative notation for is .
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