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The function K_n(x_0,x)=K_n(x,x_0)^_=K_n(x^_,x^__0) which is useful in the study of many polynomials.
The problem of deciding if two knots in three-space are equivalent such that one can be continuously deformed into another.
A knot diagram which does not specify whether crossings are under- or overcrossings.
A theory of Hamiltonian cycles.
A type of statistic which can be useful for determining asymmetry and tailedness of a population.
A lattice reduction algorithm, named after discoverers Lenstra, Lenstra, and Lovasz (1982), that produces a lattice basis of "short" vectors. It was noticed by Lenstra et al. ...
The orthogonal decomposition of a matrix into lower trapezoidal matrices.
A nonlinear deconvolution technique used in deconvolving images from the Hubble Space Telescope before corrective optics were installed.
Quantifies deviation from translational invariance by describing the distribution of gaps within a set at multiple scales. The more lacunar a set, the more heterogeneous the ...
U_n(f)=int_a^bf(x)K_n(x)dx, where {K_n(x)} is a sequence of continuous functions.
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