|
T100:
|
Hausdorff dimension of some fractals
(5 real numbers)
|
|
T254:
|
Heat (caloric) polynomials $P_m(x,t)$
(51 integral polynomials)
|
|
T215:
|
Hecke polynomials of level one cusp forms
(164 integral polynomials)
|
|
T217:
|
Hecke polynomials of weight 2 newforms
(686 integral polynomials)
|
|
T103:
|
Hermite polynomials in physicist's convention
(51 integral polynomials)
|
|
T104:
|
Hermite polynomials in probabilist's convention
(51 integral polynomials)
|
|
T149:
|
Hermite's constants $\gamma_n$
(9 real numbers)
|
|
T91:
|
Highest known ranks of elliptic curves over $\mathbb{Q}$ with prescribed torsion subgroup
(15 integers)
|
|
T129:
|
Hilbert class polynomials $H_\Delta$
(150 integral polynomials)
|
|
T336:
|
Hirzebruch $L$-polynomials $L_n(p_1,\dots,p_n)$
(6 rational polynomials)
|
|
T312:
|
HOMFLY-PT polynomials of the prime knots with at most ten crossings
(958 integral polynomials)
|
|
T141:
|
Hyperbolic volumes of the prime knots with at most ten crossings
(243 real numbers)
|
|
T41:
|
Hyperreal numbers
(4 hyperreal numbers)
|
|
T240:
|
Independence polynomials of trees
(987 integral polynomials)
|
|
T2:
|
Integers
(21 integers)
|
|
T68:
|
$j$-invariants of elliptic curves over quadratic fields with everywhere good reduction
(395 complex numbers)
|
|
T67:
|
$j$-invariants of elliptic curves over $\mathbb{Q}$ with good reduction outside $\{2, 3, 5\}$
(442 rational numbers)
|
|
T106:
|
Jacobi polynomials
(207 rational polynomials)
|
|
T143:
|
Jacobi sums of pairs of Dirichlet characters modulo a prime
(372 complex numbers)
|
|
T139:
|
Jones polynomials of the prime knots with at most ten crossings
(479 integral polynomials)
|
|
T156:
|
k-core thresholds of the Erdős–Rényi random graph
(10 real numbers)
|
|
T314:
|
Kauffman polynomials of the prime knots with at most ten crossings
(479 integral polynomials)
|
|
T31:
|
Keiper-Li coefficients
(1001 real numbers)
|
|
T345:
|
Kernel polynomials of rational isogenies of elliptic curves over $\mathbb{Q}$
(118 rational polynomials)
|
|
T170:
|
Khinchin's means $K_p$
(13 real numbers)
|
|
T315:
|
Khovanov polynomials of the prime knots with at most ten crossings
(479 integral polynomials)
|
|
T400:
|
Kirchhoff indices of connected graphs
(996 rational numbers)
|
|
T151:
|
Kissing numbers $\tau_n$
(24 integers)
|
|
T144:
|
Kloosterman sums modulo a prime
(616 real numbers)
|
|
T279:
|
Known solutions of the Fermat-Catalan equation $x^p+y^q=z^r$
(36 integers)
|
|
T259:
|
Kostka–Foulkes polynomials $K_{\lambda\mu}(t)$
(901 integral polynomials)
|
|
T266:
|
Krawtchouk polynomials $\mathcal{K}_k(x)$ of the Hamming scheme
(608 rational polynomials)
|
|
T270:
|
Krawtchouk polynomials $K_n(x;p,N)$ in the Askey normalisation
(760 rational polynomials)
|
|
T343:
|
Kullback-Leibler divergences between probability distributions
(676 real numbers)
|
|
T112:
|
Lagrange basis polynomials for equally spaced nodes
(231 rational polynomials)
|
|
T428:
|
Lagrange numbers $L_m$ of the Markov spectrum
(152 real numbers)
|
|
T102:
|
Laguerre polynomials
(51 rational polynomials)
|
|
T238:
|
Laplacian polynomials of connected graphs
(996 integral polynomials)
|
|
T36:
|
Laurent series coefficients of the logarithmic derivative of the completed Riemann zeta function $\xi(s)$ at $s=1$
(700 real numbers)
|
|
T34:
|
Laurent series coefficients of the logarithmic derivative of the Riemann zeta function at 1
(1002 real numbers)
|
|
T378:
|
Leading constants $c_k$ of the moments of the Riemann zeta function
(18 real numbers)
|
|
T328:
|
Lebesgue constants of the classical interpolation node families
(24 real numbers)
|
|
T101:
|
Legendre polynomials
(51 rational polynomials)
|
|
T22:
|
Local extrema of Bessel functions of the first kind $J_\alpha$
(1050 real numbers)
|
|
T23:
|
Local extrema of Bessel functions of the second kind $Y_\alpha$
(1050 real numbers)
|
|
T57:
|
Local extrema of the Airy function of the first kind Ai
(1000 real numbers)
|
|
T58:
|
Local extrema of the Airy function of the second kind Bi
(1000 real numbers)
|
|
T173:
|
Lochs's constant
(1 real number)
|
|
T109:
|
Lucas polynomials $L_n$
(101 integral polynomials)
|
|
T171:
|
Lyapunov exponents of classical chaotic systems
(28 real numbers)
|
