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In [[mathematics]], a sequence of '''discrete [[orthogonal polynomials]]''' is a sequence of ...irst3=Walter|last3=Van Assche|journal=Journal of Computational and Applied Mathematics|date=2003|volume=153|pages=19–45}}</ref> ...

In applied mathematics, the '''reflecting function''' <math>\,F(t,x)</math> of a [[differential sy ==Literature== ...

In [[mathematics]], '''Sobolev orthogonal polynomials''' are [[orthogonal polynomials]] with *There exist a lot of literature for the case <math>n=1</math>. ...

...ref><ref>{{cite book | doi=10.1017/CBO9781139872003 | title=The Surprising Mathematics of Longest Increasing Subsequences | year=2015 | last1=Romik | first1=Dan | == Literature == ...

...ced stability via integral identities|volume=69|journal=Indiana University Mathematics Journal|doi=10.1512/iumj.2020.69.7925|arxiv=1708.07392}}</ref><ref>{{cite a ==Literature== ...

...able that are [[orthogonal]] with respect to a finite family of [[Measure (mathematics)|measure]]s. The polynomials are divided into two classes named ''type 1'' In the literature, MOPs are also called ''<math>d</math>-orthogonal polynomials'', ''Hermite- ...

In [[mathematics]], and especially in [[numerical analysis]], a '''homogeneous linear three- == Literature == ...

...eorems''' are two results about the [[Hausdorff dimension]] of an [[image (mathematics)|image]] of a [[Brownian motion]]. In their core both statements say, that == Literature == ...

{{Expert needed|1=Mathematics|date=January 2024}} == Literature == ...

...ration]] and existence result. It is of particular interest in [[financial mathematics]] where one uses it to prove the [[Kreps-Yan theorem]]. == Literature == ...

...convergence]] of a [[subsequence]] of [[random variable]]s (or [[Function (mathematics)|function]]s) and their subsequences to an [[Lp space|integrable]] random v == Literature == ...

In [[mathematics]], especially [[differential topology]], the '''Gromoll–Meyer sphere''' is == Literature == ...

In [[mathematics]], the '''fictitious domain method''' is a method to find the solution of a ==Literature== ...

In [[mathematics]], the '''[[classifying space]] <math>\operatorname{BSU}(n)</math>''' '''fo ...g]] of <math>\operatorname{BSU}(n)</math> with coefficients in the [[Ring (mathematics)|ring]] <math>\mathbb{Z}</math> of [[Integer|integers]] is generated by the ...

...1968 |pages=35–48 |url=https://projecteuclid.org/journals/osaka-journal-of-mathematics/volume-5/issue-1/On-the-convergence-of-sums-of-independent-Banach-space-val == Literature == ...

== Mathematics == ...s ''Polflucht'' and ''Polfluchtkraft'' found their way into the scientific literature. ...

In [[mathematics]], especially [[algebraic topology]] and [[homotopy theory]], the '''Hopf–W == Literature == ...

The Blackwell-Girshick equation is used in [[actuarial mathematics]] to calculate the variance of composite distributions, such as the [[compo == Literature == ...

...and [[physics]], a '''recurrent tensor''', with respect to a [[connection (mathematics)|connection]] <math>\nabla</math> on a [[manifold]] ''M'', is a [[Tensor fi ==Literature== ...

...rödinger operators with singular potentials |journal= [[Israel Journal of Mathematics]]|volume=13 |date=1972 | issue=1–2 |pages=135–148 |doi=10.1007/BF02760233| == Literature == ...