magic numbers, sequences related to (start):
magic numbers: A004210 *, A005902 *, A018226 , A018227 , A033547 , A046939 , A046940
magic series: A052456 , A052457 , A052458
magic squares : sequences related to (start):
magic squares, 3 X 3: A033812 , A024351 , A073473 , A073519 , A073350
magic squares, 4 X 4: A073521 , A032530
magic squares, 5 X 5: A073522
magic squares, 6 X 6: A073523
magic squares, antimagic: A050257
magic squares, from primes: A073473 , A024351 , A073519 , A073521 , A073522 , A073523 , A073350 , A073502 , A073520
magic squares, number of: A006052 *
magic squares, panmagic: A027567 , A051235
magic squares, row sums: A006003
magic squares, see also: A014582 , A033816
magic squares, smallest magic constant: A073502 , A073520
magic squares, stochastic matrices: A000681 , A005650 , A001500
magnetization coefficients, sequences related to (start):
magnetization coefficients: (1) A002928 A002929 A002930 A003193 A003196 A007206 A007207 A010102 A010103 A010104 A010105 A010106
magnetization coefficients: (2) A030120 A030121 A057374 A057378 A057382 A057386 A057390 A057394 A057398 A057402
Mahler's number: see Champernowne constant
Mahonian numbers: A008302 *
making change for n cents , sequences related to (start):
making change for n cents (1): A000008 A001299 A001300 A001301 A001302 A001306 A001310 A001312 A001313 A001314 A001319 A001343
making change for n cents (2): A001362 A001364 A002426 A011542 A053344
malicious apprentice problem: A057716 , A074894 *
Mancala , sequences related to (start):
Mancala solitaire (generalized): {k=0..12} A002491 , A000960 (Flavius Josephus's sieve), A112557 , A112558 , A113742 , A113743 , A113744 , A113745 , A113746 , A113747 , A113748 ; det. A113749 .
Mancala: see also Tchoukaillon (the main entry is A028932 )
Mandelbrot set:: A006874 , A006875 , A006876
Mangoldt function: A029832 , A029833 , A029834 , A053821
Manhattan lattice: A006744 , A006745 , A006781
Manhattan subways: A001049 , A011554
manifolds: A005026 *