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| fields=[[Approximation theory]] .../revista/jja/jca/2011/leviatan.php|date=2011|website=II Jaen Conference on Approximation Theory|title=About Dany Leviatan|access-date=22 February 2019}}</ref> ...

...ref> is an American mathematician, specializing in [[complex analysis]], [[approximation theory]], [[numerical analysis]], and [[potential theory]]. ...he is, since 2001, a professor and director of the Center for Constructive Approximation and was from 2004 to 2007 the Executive Dean of the College of Arts and Sci ...

...|doi=10.1007/s002850050143|pmid=10085555|s2cid=1220489}}</ref> QLE allows theorists to approximate linkage disequilibria by simple expressions, often simple fu ...

* {{cite journal|doi=10.1090/S0002-9939-1971-0277725-6|title=Rational approximation on the union of sets|year=1971|last1=Davie|first1=A. M.|last2=Øksendal|firs ...journal|doi=10.1090/S0002-9947-1972-0350009-9|title=Analytic capacity and approximation problems|year=1972|last1=Davie|first1=A. M.|journal=Transactions of the Ame ...

...theorists, as difficult examples for [[semidefinite programming]] based [[approximation algorithm]]s for the [[vertex cover]] and [[graph coloring]] problems. Thei ...he [[unique games conjecture]], for many problems such as this the optimal approximation ratio is provided by the integrality gap of their semidefinite relaxation. ...

| thesis_title = Some Aspects of Diophantine Approximation ...0273-0979-1985-15352-2 | pages=23–37| doi-access=free }}</ref> diophantine approximation, and to Diophantine equations such as the [[Mordell curve]].<ref name="Mass ...

|title = Two problems in metric diophantine approximation I |title = Two problems in metric diophantine approximation II ...

*{{cite journal|title=Weighted trigonometrical approximation on <math>R^1</math> with application to the germ field of a stationary Gaus [[Category:American probability theorists]] ...

...thematician, with an international reputation in [[numerical analysis]], [[approximation theory]], and [[machine learning]]. ...Chebyshev polynomial]]s taught by [[Gábor Szegő]], he became interested in approximation theory. Micchelli graduated in 1969 with a PhD from Stanford University.<re ...

* [https://eudml.org/doc/150474 Approximation mit algebraischen Zahlen beschränkten Grades], Journal für die Reine und An [[Category:German number theorists]] ...

Fleischner's theorem can be used to provide a [[approximation algorithm|2-approximation]] to the [[bottleneck traveling salesman problem]] in [[metric space]]s.<re ...problem which has for several years defeated the ingenuity of other graph-theorists".<ref>{{MR|0332573}}.</ref> ...

...f the paper is a randomised algorithm for finding an <math>\epsilon</math> approximation to the volume of a convex body <math>K</math> in <math>n</math>-dimensional [[Category:Graph theorists]] ...

...laborator, Man-Duen Choi, proved the equivalence of the nuclearity and the approximation of the identity map by completely positive finite rank maps for a <math>C^* ...2307/2373876|jstor=2373876|title=Nuclear <math>C^*</math>-Algebras and the Approximation Property|last1=Choi|first1=Man-Duen|last2=Effros|first2=Edward G.|journal=A ...

In 2019, theorists considered the behavior of a wavepacket not merely dropped, but actively la ...[[Wigner quasiprobability distribution|Wigner function]] allows the final approximation of the particle distribution into two populations <math>n_\pm</math> of pos ...

...f inspiration for several generations of young experimental physicists and theorists worldwide."<ref>{{cite web|title=Rencontre célébrant la médaille Boltzmann ...<ref>{{Cite journal|title = Random Networks of Automata: A Simple Annealed Approximation|journal = Europhysics Letters (EPL)|date = 1986-01-15|pages = 45–49|volume ...

...sion points on elliptic curves over large algebraic fields, and the strong approximation theorem over such fields. *Gerhard Frey and Moshe Jarden, Approximation theory and the rank of abelian varieties over large algebraic fields, Proce ...

* ''[[Diophantine approximation]].'' In 1966, Kesten resolved a conjecture of [[Paul Erdős|Erdős]] and Szűs [[Category:American probability theorists]] ...

...a distance much larger than the charge separation, the dipole gives a good approximation of the actual electric field. The dipole is represented by a vector from th ...non-zero divergence equal to the bound charge density (as modeled in this approximation). ...

...due to the extreme high pitch required from the top string. Even a common approximation to all-fifths tuning, [[new standard tuning]], requires a special set of st ...526869}}</ref> Consequently, of all the regular tunings, it is the closest approximation to standard tuning, and thus it best allows the transfer of a knowledge of ...

...icle theorists |url=https://physicsworld.com/a/wolf-prize-goes-to-particle-theorists/ |access-date=2024-04-10 |website=Physics World |language=en-GB}}</ref> and ...r bosons".<ref name="higgs64"/> ([[Frank Close]] comments that 1960s gauge theorists were focused on the problem of massless ''vector'' bosons, and the implied ...