Polish: see also Index entries for sequences related to number of letters in n
POLS, see Latin squares, mutually orthogonal
Polya's conjecture: A072203 *, A028488
polyaboloes: A006074 *
polyares: A057724 , A057725
polycubes: A000162 *
polygamma function: A006955 , A006956
polygonal numbers, centered, see centered polygonal numbers
polygonal numbers: A057145 *
polygonal numbers: for n=3..24 (1): A000217 , A000290 , A000326 , A000384 , A000566 , A000567 , A001106 , A001107 ,
polygonal numbers: for n=3..24 (2): A051682 , A051624 , A051865 , A051866 , A051867 , A051868 , A051869 , A051870 ,
polygonal numbers: for n=3..24 (3): A051871 , A051872 , A051873 , A051874 , A051875 , A051876
polygonal numbers: see also A007419
polygons (1):: A003401 , A001004 , A003455 , A000940 , A000939 , A005036 , A003456 , A006725 , A006724 , A003450
polygons (2):: A003454 , A003452 , A005034 , A003447 , A005768 , A005436 , A002931 , A006781 , A005040 , A003445
polygons (3):: A007169 , A006782 , A003442 , A005038 , A002058 , A006743 , A006774 , A000207 , A003453 , A003449
polygons (4):: A003441 , A001002 , A006772 , A003448 , A005419 , A006783 , A001409 , A002816 , A003443 , A002059
polygons (5):: A005397 , A003451 , A003444 , A005035 , A002293 , A005039 , A001397 , A001396 , A002895 , A002060
polygons (6):: A007220 , A005033 , A006773 , A005396 , A002898 , A005037 , A002295 , A002896 , A007221 , A002296
polygons (7):: A005398 , A006726 , A006726 , A005770 , A002055 , A001335 , A002899 , A005769 , A002056 , A007160 , A005782 , A001413 , A007222 , A001337 , A001667
polygons constructible with ruler and compass: A003401 *
polygons constructible with ruler and compass: see also A000108 A004169 A004729 A005109 A049013
polygons inscribed in a circle: see also lacing a shoe
polygons with all diagonals drawn: see Poonen-Rubinstein paper
polyhedra (1):: A007026 , A002840 , A007024 , A006868 , A006866 , A007029 , A007021 , A002883 , A006867 , A006869 , A000944 , A007034 , A002856
polyhedra (2):: A007030 , A007023 , A007022 , A000287 , A007027 , A007025 , A007028 , A007036 , A007031 , A007032 , A007037 , A007035 , A007033
polyhedra, allomorphic: A002883
polyhedra, regular: A060296 , A053016 , A063924 , A063925 , A063926 , A063927 , A063722
polyhedra: A000944 *, A049337 *, A000109 * (simplicial)
polyhedra: see also polytopes
polyhes: A057712
polyhexes: see polyominoes, hexagonal
polyiamonds: A000577 *
polyknights: A030444 , A030445 , A030446 , A030447 , A030448
polynomial identities: A005729
Polynomials, Bell, A001861
polynomials, Bernoulli: see Bernoulli polynomials
Polynomials, Bessel, A001518 , A001516 , A001514 , A001880 , A001881
Polynomials, by height, A005409
Polynomials, characteristic, A006135 , A006136
Polynomials, Chebyshev, A005583 , A005584 , A002680 , A002700 , A001793 , A001794 , A002697 , A007701 , A006974 , A006975 , A006976 , A002698
Polynomials, cyclotomic, A007273 , A004124
Polynomials, discriminants of, A004124 , A007701 , A001782 , A006312
polynomials, divisors of x^n-1: see divisors
polynomials, Euler: see Euler polynomials
Polynomials, Gandhi, A005440 , A005989 , A005990
Polynomials, Hammersley, A006846
polynomials, Hermite: see Hermite polynomials
polynomials, Hermite: see Hermite polynomials
Polynomials, hit, A001885 , A001884 , A004307 , A001886 , A001889 , A001891 , A001888 , A001883 , A001887 , A001890 , A004309 , A004308
polynomials, irreducible over a finite field: (1) A002475 , A056679 , A056679 , A057460 , A057461 , A057463 , A057474 , A057476 , A057477 , A057478 , A057479 , A057480 ,
polynomials, irreducible over a finite field: (2) A057481 , A057482 , A057483 , A057484 , A057485 , A057487 , A057488 , A057489 , A057496 , A057751 , A058059 , A058203 ,
polynomials, irreducible over a finite field: (3) A058216 , A058217 , A058219 , A058234 , A058235 , A058236 , A058237 , A058238 , A058240 , A058242 , A058243 , A058334 ,
polynomials, irreducible over a finite field: (4) A058857 , A059006 , A071428 , A071522 , A071565 , A071566 , A071642 .
polynomials, irreducible over GF(q), q >= 4: A058334 , A058857 , A059006 , A071522 , A071565 , A071566
polynomials, irreducible, binary, degree divides n: A000031 *
polynomials, irreducible, binary, degree n: A001037 *, A058943 *, A027375
polynomials, irreducible, over GF(2): see polynomials, irreducible, binary
polynomials, irreducible, over GF(3), degree divides n: A001693 *, A001867
polynomials, irreducible, over GF(3), degree n: A027376 *
polynomials, irreducible, over GF(4), degree divides n: A001868 , A054719
polynomials, irreducible, over GF(4), degree n: A027377 *
polynomials, irreducible, over GF(5): A001692
polynomials, irreducible, over GF(7): A001693
polynomials, irreducible: see also trinomials over GF(2)
polynomials, Laguerre: see Laguerre polynomials
polynomials, Laguerre: see Laguerre polynomials
polynomials, Legendre: see Legendre polynomials
polynomials, monic irreducible over finite fields: A058944 , A058948 , A058945 , A058946
Polynomials, m\'{e}nage, A000033 , A000159 , A000181 , A000185 , A000425
Polynomials, orthogonal, A002690 , A002691
polynomials, over GF(2): see also GF(2)[X]-polynomials, sequences operating on
Polynomials, period, A006308 , A006311 , A006309 , A006312 , A006310
polynomials, primitive: A000020 A011260 * A027385 A027695 A027741 A027743 A027744 A027745 A058947 *
polynomials, primitive: see also trinomials over GF(2)
Polynomials, relatively prime, A001115
Polynomials, rook, A004306 , A001924 , A005777 , A001925 , A001926 , A005778
polynomials, Shapiro: A001782
polynomials, trinomials irreducible over GF(2): (2) A057483 , A057751
polynomials, trinomials irreducible over GF(3): (1) A058059 , A058235 , A058236 , A058237 , A058238 , A058240 , A058242 , A058243 , A058234 , A058203 , A058217 , A058216 ,
polynomials, trinomials irreducible over GF(3): (2) A058219
polyominoes (1):: A001933 , A001071 , A006748 , A002215 , A001420 , A006958 , A003104 , A000104 , A002216 , A006746 , A001169 , A001170 , A001168
polyominoes (2):: A006027 , A000988 , A002214 , A006986 , A005519 , A005435 , A005963 , A006766 , A000228 , A006535 , A002212 , A001207
polyominoes (3):: A006026 , A001931 , A006759 , A006767 , A006534 , A006765 , A006762 , A006770 , A006760 , A006747 , A006749 , A002213 , A006758 , A001419 , A006768 , A006761 , A006763 , A006764
polyominoes : A000105 *
polyominoes, 3-dimensional: A000162 *
polyominoes, hexagonal: A000228 *, A006535 , A018190 , A030225 , A001998 , A002216 , A005963 , A036359
polyominoes, indecomposable: A125709 A125753 A125759 A125761 A126742 A126743
polyominoes, rotationally symmetric: A006747
polyominoes, triangular: A000577 *
polyominoes: see also animals
polytans: A006074
polytopes, regular: A060296 , A053016 , A063924 , A063925 , A063926 , A063927 , A063722
polytopes, regular: A093478 , A093479
polytopes: A000943 * and A060296 * (n-dimensional), A005841 * (4-dimensional)
polytopes: see also polyhedra
Poonen-Rubinstein paper on sequences formed by drawing all diagonals in regular polygon, sequences related to (start):
Poonen-Rubinstein paper (1): A006533 *, A006561 *, A006600 *, A007569 *, A007678 *
Poonen-Rubinstein paper (2): A062361 A067151 A067152 A067153 A067154 A067155 A067156 A067157 A067158 A067159 A067162 A067163
Poonen-Rubinstein paper (3): A067164 A067165 A067166 A067167 A067168 A067169 A091908 A092098 A092866 A092867 A108053
Poonen-Rubinstein paper: see also entry for "chords in a circle"; see also A000127
Popes: A113515
popular songs, see: songs, popular
porisms: A002348
Portuguese: A057696 , A057697 , A051385
Portuguese: see also Index entries for sequences related to number of letters in n