# addition

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## 1—10 of 113 matching pages

##### 1: 28.27 Addition Theorems

###### §28.27 Addition Theorems

►Addition theorems provide important connections between Mathieu functions with different parameters and in different coordinate systems. They are analogous to the addition theorems for Bessel functions (§10.23(ii)) and modified Bessel functions (§10.44(ii)). …##### 2: 30.10 Series and Integrals

##### 3: 10.44 Sums

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###### §10.44(ii) Addition Theorems

►###### Neumann’s Addition Theorem

… ►###### Graf’s and Gegenbauer’s Addition Theorems

…##### 4: 25 Zeta and Related Functions

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##### 5: Adri B. Olde Daalhuis

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►Olde Daalhuis has published numerous papers in asymptotics and special functions and in addition to his responsibilities as Mathematics Editor of the DLMF, he is the author or coauthor of the following DLMF Chapters
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##### 6: 22.18 Mathematical Applications

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###### §22.18(iv) Elliptic Curves and the Jacobi–Abel Addition Theorem

… ►For any two points $({x}_{1},{y}_{1})$ and $({x}_{2},{y}_{2})$ on this curve, their*sum*$({x}_{3},{y}_{3})$, always a third point on the curve, is defined by the Jacobi–Abel addition law …With the identification $x=\mathrm{sn}(z,k)$, $y=d(\mathrm{sn}(z,k))/dz$, the addition law (22.18.8) is transformed into the addition theorem (22.8.1); see Akhiezer (1990, pp. 42, 45, 73–74) and McKean and Moll (1999, §§2.14, 2.16). …##### 7: 1 Algebraic and Analytic Methods

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##### 8: 18 Orthogonal Polynomials

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##### 9: Bernard Deconinck

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►In addition, he has spent time at the University of Alberta, the Mathematical Sciences Research Institute in Berkeley, California, and Colorado State University.
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