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Index to OEIS: Section Mu
This is the latest Index to OEIS: Section Mu
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Mu Torere: A005655
mu(n): A008683*
mu(n): see Moebius function
MU-numbers: A007335
mult: keyword meaning multiplicative, that is, a(m*n) = a(m)*a(n) whenever g.c.d.(m,n) = 1
multifactorial numbers: A000142, A006882, A007661, A007662, A085157, A085158, A114799, A114800, A114806.
multigraphs, sequences related to :
- multigraphs: (1) A000421, A001374, A001399, A002620, A003082, A004102, A004104, A004105, A005965, A005966, A007717, A014395
- multigraphs: (2) A014396, A014397, A014398, A020554, A020555, A020556, A020557, A020558, A020559, A020560, A020561, A020562
- multigraphs: (3) A020563, A020564, A020565, A050531, A050532, A050535, A050927, A050929, A050930, A052107, A052108, A052111
- multigraphs: (4) A052112, A052113, A052114, A052151, A052152, A052170, A052171, A053400, A053420, A053421, A053465, A053466
- multigraphs: (5) A053467, A053468, A053513, A053514, A053515, A053516, A053517, A053588, A063841*, A063842, A063843
Multinomial coefficients:: A005651
multiplication table: A003991*
Multiplication-cost:: A005766
Multiplicative encodings:: A007280, A007188, A007190, A007189, A007338
multiplicative means that a(m*n) = a(m)*a(n) whenever g.c.d.(m,n) = 1
multiplicative order , sequences related to :
- multiplicative order of 2 mod n, ord(2,n): A002326
- multiplicative order of 10 mod n: A002329, A007732, A070682, A084680, A216415
- multiplicative order of m mod n, ord(m, n) where GCD(n,m)=1: A002326, A053446, A053447, A053448, A053449, A053450, A053451, A053452, A053453, A054711
- multiplicative order of m mod n, ord(m,n), sequences related to: (1) A037226, A046932, A053006, A053453
- multiplicative order of m mod n, ord(m,n), sequences related to: (2) A057764, A059499, A059885, A059886, A059887, A059888, A059889, A059890, A059891, A059892, A059907, A059908
- multiplicative order of m mod n, ord(m,n), sequences related to: (3) A059909, A059910, A059911
multiplicative, completely , sequences related to :
- multiplicative, completely (00): means that a(m*n) = a(m)*a(n) for all m and n >= 1
- multiplicative, completely (01): A000004, A000007, A000012, A000027, A000035, A000265, A000290, A000578, A000583, A000584, A001014, A001015, A001016, A001017, A001477, A003958, A003959, A003960
- multiplicative, completely (02): A003961, A003962, A003963, A003964, A003965, A006519, A008454, A008455, A008456, A008836, A010801, A010802, A010803, A010804, A010805, A010806, A010807, A010808
- multiplicative, completely (03): A010809, A010810, A010811, A010812, A010813, A011582, A011583, A011584, A011585, A011586, A011587, A011588, A011589, A011590, A011591, A011558, A011592, A011593
- multiplicative, completely (04): A011594, A011595, A011596, A011597, A011598, A011599, A011600, A011601, A011602, A011603, A011604, A011605, A011606, A011607, A011608, A011609, A011610, A011611
- multiplicative, completely (05): A011612, A011613, A011614, A011615, A011616, A011617, A011618, A011619, A011620, A011621, A011622, A011623, A011624, A011625, A011626, A011627, A011628, A011629
- multiplicative, completely (06): A011630, A011631, A028310, A034947, A036987, A038500, A038502, A055975, A057427, A060904, A061109, A061142, A061898, A063524, A064553, A064558, A064614, A064988
- multiplicative, completely (07): A064989, A065330, A065331, A065332, A065333, A065338, A065371, A065372, A066260, A066261, A071785, A071786, A072010, A072012, A072026, A072027, A072028, A072029
- multiplicative, completely (08): A072084, A072085, A072087, A072436, A072438, A072963, A079065, A079579, A079707, A080891, A086299, A089081, A091684, A091685, A091703, A093709, A098108, A101455
- multiplicative, completely (09): A102440, A102441, A108548, A108951, A112347, A113175, A120119, A122261, A123667, A122968-A122971
multiplicative, strongly: see multiplicative, completely
multiplicative, totally: see multiplicative, completely
multiplicatively perfect numbers: A007422*
multiply-perfect numbers: A007539*, A007691*
Multiset: A008284 (of A000012), A337009 (of A000045), A033185 (of A000081), A050535 (of A076864), A061260 (of A000041), A089353 (of A000027), A095133 (of A000055), A191970 (of A053419), A201922 (of A001349), A209406 (of A000079), A263864 (of A000608), A271878 (of A038055), A271879 (of A038059), A275414 (of A000244), A275416 (of A110654), A275420 (of A005177), A275421 (of A002905), A275431 (of A000108), A275744 (of A002851), A281446 (of A086345), A342770 (of A126120) A371305 (of A054499)
music, sequences related to : (see also: The multi-faceted reach of the OEIS#Music)
- music: Beethoven: A001491, A054245, A123456, A144488
- music, drumming: A130198, A132376
- music: Evangelist's Series: A001060
- music: Mozart: A064172, A027884, A027885
- music: Norgard, Per: A004718*, A005811, A073334, A083866, A135564, A135567, A135689, A135690, A135692, A136004
- music: scales: A071831/A071832, A071833 ; A131062, A131071 (Pythagorean scale)
mutinous numbers: A027854
mutually orthogonal Latins squares, see Latin squares, mutually orthogonal
M\"{o}bius: see Moebius function
M\'{e}nage: see permutations, menage and polynomials, menage
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