FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2963552331> ?p ?o ?g. }

• W2963552331 abstract "Let $K$ be a convex body in $mathbb{R} ^n$ and $f : partial K rightarrow mathbb{R} _+$ a continuous, strictly positive function with $int limits _{partial K} f(x) mathrm{d} mu _{partial K}(x) = 1$. We give an upper bound for the approximation of $K$ in the symmetric difference metric by an arbitrarily positioned polytope $P_f$ in $mathbb{R} ^n$ having a fixed number of vertices. This generalizes a result by Ludwig, Schütt and Werner [36]. The polytope $P_f$ is obtained by a random construction via a probability measure with density $f$. In our result, the dependence on the number of vertices is optimal. With the optimal density $f$, the dependence on $K$ in our result is also optimal." @default.
• W2963552331 created "2019-07-30" @default.
• W2963552331 creator A5026954566 @default.
• W2963552331 creator A5074881208 @default.
• W2963552331 date "2018-01-01" @default.
• W2963552331 modified "2023-10-02" @default.
• W2963552331 title "Approximation of smooth convex bodies by random polytopes" @default.
• W2963552331 cites W119189535 @default.
• W2963552331 cites W1489247549 @default.
• W2963552331 cites W1496980629 @default.
• W2963552331 cites W1517042016 @default.
• W2963552331 cites W1572529050 @default.
• W2963552331 cites W1796858411 @default.
• W2963552331 cites W1926525531 @default.
• W2963552331 cites W1965966273 @default.
• W2963552331 cites W1978691555 @default.
• W2963552331 cites W1985633322 @default.
• W2963552331 cites W1990262673 @default.
• W2963552331 cites W1991797873 @default.
• W2963552331 cites W1992392665 @default.
• W2963552331 cites W1998882272 @default.
• W2963552331 cites W2009121427 @default.
• W2963552331 cites W2010675585 @default.
• W2963552331 cites W2021516562 @default.
• W2963552331 cites W2024312634 @default.
• W2963552331 cites W2025975819 @default.
• W2963552331 cites W2028339223 @default.
• W2963552331 cites W2031708465 @default.
• W2963552331 cites W2033053380 @default.
• W2963552331 cites W2037318282 @default.
• W2963552331 cites W2038387772 @default.
• W2963552331 cites W2043182033 @default.
• W2963552331 cites W2051658853 @default.
• W2963552331 cites W2058559010 @default.
• W2963552331 cites W2070154657 @default.
• W2963552331 cites W2070615572 @default.
• W2963552331 cites W2076059647 @default.
• W2963552331 cites W2079495504 @default.
• W2963552331 cites W2085988084 @default.
• W2963552331 cites W2099636159 @default.
• W2963552331 cites W2125314339 @default.
• W2963552331 cites W2128278279 @default.
• W2963552331 cites W2134595810 @default.
• W2963552331 cites W2149194571 @default.
• W2963552331 cites W2155324103 @default.
• W2963552331 cites W2164036885 @default.
• W2963552331 cites W2384089235 @default.
• W2963552331 cites W2415176313 @default.
• W2963552331 cites W2477432909 @default.
• W2963552331 cites W2530438364 @default.
• W2963552331 cites W2555259161 @default.
• W2963552331 cites W2911700576 @default.
• W2963552331 cites W2963221395 @default.
• W2963552331 cites W2963456899 @default.
• W2963552331 cites W2963520275 @default.
• W2963552331 cites W2963540031 @default.
• W2963552331 cites W3021514540 @default.
• W2963552331 cites W3105936967 @default.
• W2963552331 cites W4210356298 @default.
• W2963552331 cites W4233699266 @default.
• W2963552331 cites W4244253113 @default.
• W2963552331 cites W4252741969 @default.
• W2963552331 cites W4253948983 @default.
• W2963552331 cites W4290464992 @default.
• W2963552331 cites W565214016 @default.
• W2963552331 doi "https://doi.org/10.1214/17-ejp131" @default.
• W2963552331 hasPublicationYear "2018" @default.
• W2963552331 type Work @default.
• W2963552331 sameAs 2963552331 @default.
• W2963552331 citedByCount "15" @default.
• W2963552331 countsByYear W29635523312018 @default.
• W2963552331 countsByYear W29635523312019 @default.
• W2963552331 countsByYear W29635523312020 @default.
• W2963552331 countsByYear W29635523312021 @default.
• W2963552331 countsByYear W29635523312022 @default.
• W2963552331 countsByYear W29635523312023 @default.
• W2963552331 crossrefType "journal-article" @default.
• W2963552331 hasAuthorship W2963552331A5026954566 @default.
• W2963552331 hasAuthorship W2963552331A5074881208 @default.
• W2963552331 hasBestOaLocation W29635523311 @default.
• W2963552331 hasConcept C110943637 @default.
• W2963552331 hasConcept C112680207 @default.
• W2963552331 hasConcept C114614502 @default.
• W2963552331 hasConcept C118615104 @default.
• W2963552331 hasConcept C134306372 @default.
• W2963552331 hasConcept C134912446 @default.
• W2963552331 hasConcept C14036430 @default.
• W2963552331 hasConcept C145691206 @default.
• W2963552331 hasConcept C157972887 @default.
• W2963552331 hasConcept C162324750 @default.
• W2963552331 hasConcept C176217482 @default.
• W2963552331 hasConcept C206194317 @default.
• W2963552331 hasConcept C21031990 @default.
• W2963552331 hasConcept C21547014 @default.
• W2963552331 hasConcept C2524010 @default.
• W2963552331 hasConcept C2780009758 @default.
• W2963552331 hasConcept C33923547 @default.
• W2963552331 hasConcept C41008148 @default.
• W2963552331 hasConcept C49870271 @default.
• W2963552331 hasConcept C77088390 @default.

• next