Index N

♦A♦B♦C♦D♦E♦F♦G♦H♦I♦J♦K♦L♦M♦N♦O♦P♦Q♦R♦S♦T♦V♦W♦

$n$ -dimensional sphere
- gamma function §5.19(iii)
$9j$ symbols §34.6
- addition theorem §34.7(vi)
- applications §34.12
- approximations for large parameters §34.8
- computation §34.13
- definition §34.6
- generating functions §34.7(v)
- graphical method §34.9
- notation §34.1
- orthogonality §34.7(iv)
- recursion relations §34.7(iii)
- representation as
  - finite sum of $3j$ symbols §34.6
  - finite sum of $6j$ symbols §34.6
  - generalized hypergeometric functions §34.6
- special case §34.7(i)
- summation convention §34.3(iv)
- sum rule §34.7(vi)
- sums §34.7(vi)
- symmetry §34.7(ii)
- tables §34.14
- zeros §34.10

nuclear structure
- $3j,6j,9j$ symbols §34.12
number-theoretic functions Ch.27, §27.10
- completely multiplicative §27.3
- computation §27.20
- Dirichlet character §27.8
  - induced modulus §27.8
  - Legendre symbol §27.9
  - primitive §27.8
  - principal §27.8
- Dirichlet divisor problem §27.11
- divisor function §27.2(i)
- divisor sums §27.6
- inversion formulas §27.5
- Lambert series §27.7
- Möbius inversion §27.17, §27.5, §27.5
  - pairs §27.5
- multiplicative §27.3
- orthogonality §27.8
- periodic §27.10
- Ramanujan's sum §27.10
- tables §27.21
number theory see