Cebychev is spelled Chebyshev throughout
cellular automata , sequences related to (start):
cellular automata (01): A001317 A006447 A006977 A006978 A010760 A018189 A019332 A019539 A019540 A019541 A019542 A019543
cellular automata (02): A034384 A038183 A038184 A038185 A047999 A048705 A048706 A048709 A048710 A048883 A051023
cellular automata (03): A056219 A060546 A060547 A060548 A060549 A060550 A060551 A060552 A060553 A063467 A070886 A070887
cellular automata (04): A070909 A070950 A071022 A071023 A071024 A071025 A071026 A071027 A071028 A071029 A071030 A071031
cellular automata (05): A071032 A071033 A071034 A071035 A071036 A071037 A071038 A071039 A071040 A071041 A071042 A071043
cellular automata (06): A071044 A071045 A071046 A071047 A071048 A071049 A071050 A071051 A071052 A071053 A071054 A071055
cellular automata (07): A051023
cellular automata, 2-dimensional ( 1): A147562 , A160117 , A160118 , A160410 . A160411 [more to be added here]
cellular automata, 3-dimensional: A160119 , A160379 , A161340 , A160428
cellular automata, Rule 022: A071029
cellular automata, Rule 028: A070909
cellular automata, Rule 030: A070950 *, A051023 , A070951 , A070952 *, A151929 , A092539 , A110266 , A110267 6, A094603 , A094604 , A094605 , A074890 , A110240 , A100053
cellular automata, Rule 041: A095951
cellular automata, Rule 050: A071028
cellular automata, Rule 054: A071030 , A118108 , A118109
cellular automata, Rule 058: A071028
cellular automata, Rule 060: A047999 , A001317 , A138276 , A075438
cellular automata, Rule 062: A071031
cellular automata, Rule 070: A071022
cellular automata, Rule 078: A071023
cellular automata, Rule 086: A071032 , A074890
cellular automata, Rule 090: A070886 *, A001316 , A001317 , A038183 , A048705 , A048706 , A048709 , A048710 , A048711 , A048713 , A048757 , A071042 , A080263 , A086839 , A138276
cellular automata, Rule 092: A071024
cellular automata, Rule 094: A071033 , A118101 , A118102
cellular automata, Rule 102: A047999 , A075439 , A117998
cellular automata, Rule 110: A070887 *, A071048 , A071048 , A075437 , A095950 , A117999
cellular automata, Rule 114: A071028
cellular automata, Rule 118: A071034
cellular automata, Rule 122: A071028
cellular automata, Rule 124: A071025
cellular automata, Rule 126: A071035
cellular automata, Rule 150: A071036 , A118110 , A038184 , A038185 , A138276 , A138277 , A048705 , A048706 , A048709 , A048710 , A048711 , A048712 , A048714
cellular automata, Rule 156: A070909
cellular automata, Rule 158: A071037 , A118171 , A118172
cellular automata, Rule 178: A071028
cellular automata, Rule 182: A071038
cellular automata, Rule 186: A071028
cellular automata, Rule 188: A071026 , A118173 , A118174
cellular automata, Rule 190: A071039 , A118111
cellular automata, Rule 198: A071022
cellular automata, Rule 214: A071040
cellular automata, Rule 220: A118175
cellular automata, Rule 225: A078176
cellular automata, Rule 230: A071027
cellular automata, Rule 242: A071028
cellular automata, Rule 246: A071041
cellular automata, Rule 250: A071028 , A002450
cellular automata, Rule 252: A074890
cellular automata, see also toothpick sequences
cellular automata, sequences related to, see also primes, transformed by cellular automata
centered polytope numbers, sequences related to (start):
centered cube numbers, higher-dimensional (1): A008514 , A008515 , A008516 , A036085 , A036086 , A036087 , A036088 A036089 , A036090 , A036091
centered cube numbers, higher-dimensional (2): A036092 , A036093 , A036094 , A036095 , A036096 , A036097 , A036098 , A036099 , A036100 , A036101 , A036102
centered cube numbers: A005898 *
centered cuboctahedral numbers: A005902
centered dodecahedral numbers: A005904
centered hexagonal numbers : A003215
centered icosahedral numbers: A005902
centered orthoplex numbers: A001846
centered pentagonal numbers: A005891
centered polygonal numbers (k*n^2-k*n+2)/2, for k = 1 and 2: A000124 , A002061
centered polygonal numbers (k*n^2-k*n+2)/2, for k = 3 through 14 sides: A005448 , A001844 , A005891 , A003215 , A069099 , A016754 , A060544 , A062786 , A069125 , A003154 , A069126 , A069127
centered polygonal numbers (k*n^2-k*n+2)/2, for k = 15 through 20 sides: A069128 , A069129 , A069130 , A069131 , A069132 , A069133
centered polygonal numbers: A000124 , A002061
centered square numbers : A001844
centered tetrahedral numbers: A005894 *, A008498 , A008499 , A008500 , A008501 , A008502 , A008503 , A008504 , A008505 , A008506
centered triangular numbers : A005448
central binomial coefficients: see binomial coefficients, central
central factorial numbers , sequences related to (start):
central factorial numbers, triangle of: A008955 , A008956 , A008957 , A008958 , A036969
central factorial numbers: A000596 A000597 A001819 A001820 A001821 A001823 A001824 A001825 A002453 A002454 A002455 A049033
central polygonal numbers, see centered polygonal numbers
central trinomial coefficients: A002426 *
centuries: see calendar