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Index to OEIS: Section Z
This is the latest Index to OEIS: Section Z
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Z-channel, codes for: A010101
Z2[X]-polynomials: see GF(2)[X]-polynomials, sequences operating on
zag numbers: A000182*
Zarankiewicz's problem, sequences related to :
- Zarankiewicz's problem: (1) A001197, A001198, A001840, A001841, A001843, A006613, A006614, A006615, A006616, A006617, A006618, A006619
- Zarankiewicz's problem: (2) A006620, A006621, A006622, A006623, A006624, A006625, A006626, A072567, A191873, A191965, A205805, A339635
- Zarankiewicz's problem: (3) A347472, A347473, A347474, A350237, A350296, A350304
Zeckendorf expansion, sequences related to :
zero sequence: A000004*
zero-sum arrays: A002047
zeros in n!, trailing: A027868
zeta function, sequences related to :
- zeta function: A002410, A002432, A013629, A051655, A058303, A065434, A065452, A065453, A068468, A072080, A074760, A075700, A077142, A082668, A084233, A084588, A084589, A084593, A100060, A117536, A117538, A131582, A131583, A131584, A131585, A131586, A133010, A133011, A133014
- zeta function: see also Riemann hypothesis
- zeta(2): A013661* (decimal expansion), A013679* (continued fraction);
- zeta(3): A002117* (decimal expansion), A013631* (continued fraction), A006221 (Apery continued fraction), A084225 / A084226 (Zeilberger approximations).
- zeta(n>3), decimal expansion of:
- zeta(n>3), continued fraction for:
- zeta derivative: A073002
- prime zeta function P(n) = Sum_{primes p} 1/p^n:
- decimal expansion at n = 2, 3, ...: A085548, A085541, A085964 (n=4), A085965, A085966, A085967, A085968, A085969 (n=9).
- continued fraction for values at n = 2, 3, 4, 5: A265823, A265824, A265825, A244110.
- sum over primes == 1 (mod 3): A175644 (n=2), A175645 (n=3), A343624 (n=4), ..., A343629 (n=9).
- sum over primes == 2 (mod 3): A343612 (n=2), A343613 (n=3), A343614 (n=4), ..., A343619 (n=9).
- sum over primes == 1 (mod 4): A086032 (n=2), A086033, A086034, A086035 (n=5), A086036, A086037, A086038, A086039 (n=9).
- sum over primes == 3 (mod 4): A085991 (n=2), A085992, A085993, A085994 (n=5), A085995, A085996, A085997, A085998 (n=9).
zig numbers: A000364*
zigzag sequences, sequences related to :
- Period k zigzag sequences: A000035 (k=2), A007877 (k=4), A260686 (k=6), A266313 (k=8), A271751 (k=10), A271832 (k=12), A279313 (k=14), A279319 (k=16), A158289 (k=18).
Z^1 lattice: see also cubic lattice
Z^1, theta series of: A000122*
Z^2 lattice: see square lattice
Z^2 lattice: see also cubic lattice
Z^3 lattice: see also cubic lattice
Z^4 lattice: see also cubic lattice
Z^4, theta series of: A000118*
Z^4, walks on: A010575*
Z^4, coincidence site lattices in: A031361, A331140*
Z^n lattice: see also cubic lattice
- This is a section of the Index to the OEIS®.
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