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* ders.: ''Lattice point theory of irrational ellipsoids with an arbitrary center'', Monatsh. * ders.: ''Ω-estimates in lattice point theory'', Acta Arithmetica '''35''', 247–258, 1979 ...

...rect unions of algebras|thesis_year={{date and age|1951}}|main_interests=[[Lattice theory]], [[Universal algebra]]}} ...pril 16, 2001) was an American [[mathematician]] notable for his work in [[lattice theory]] and [[universal algebra]]. His 1951 paper "On sentences which are ...

...gic|logicians]], [[topology|topologists]], and [[lattice (order)|lattice]] theorists.{{r|blyth2}} ..., including [[modular lattice]]s, [[distributive lattice]]s, and [[Boolean lattice]]s.{{r|cohen}} ...

...dic [[mathematician]] and [[logician]] working in [[universal algebra]], [[lattice theory]], [[model theory]] and [[set theory]]. He was [[emeritus]] [[distin ...

...o explain using standard field theoretic techniques. Some condensed matter theorists including [[Subir Sachdev]] hope that the AdS/CFT correspondence will make ...producing artificial superfluids by pouring trillions of cold atoms into a lattice of criss-crossing [[lasers]]. These atoms initially behave as a superfluid, ...

|fields = [[Lattice theory]], [[universal algebra]], [[mathematical logic]] ...]]" is also used for her application of these spaces in the [[Distributive lattice#representation theory|representation theory of distributive lattices]].<ref ...

*[[Young's lattice]] *[[Young–Fibonacci lattice]] ...

...red with [[Uriel Frisch]] and [[Yves Pomeau]] the [[Lattice Gas Automata|''lattice-gas'' method]] for discrete simulation of fluid flow. ...Pomeau, "[http://new.math.uiuc.edu/im2008/dakkak/papers/files/fhp1986.pdf Lattice gas Automata for the Navier Stokes Equation]"' Phys. Rev. Lett. (1986). ...

Music theorists have often used [[Graph (discrete mathematics)|graphs]], [[tessellation|til [[F. G. Vial]] and [[Gottfried Weber]] suggested a [[grid graph]] or [[square lattice]] model of chordal space; Weber's graph, centered on C major, is: ...

...roduced the [[Lenstra–Lenstra–Lovász lattice basis reduction algorithm|LLL lattice reduction algorithm]] with [[Hendrik Willem Lenstra]] and [[László Lovás [[Category:Number theorists]] ...

...iew: A. Walfisz, ''Gitterpunkte in mehrdimensionalen Kugeln'' |trans-title=Lattice points in multi-dimensional spheres |journal=Bull. Amer. Math. Soc. |year=1 [[Category:Number theorists]] ...

...le the way notes 1200 cents apart are in traditional tunings). Other music theorists such as [[Walter O'Connell]], in his 1993 "The Tonality of the Golden Secti [[File:833 cents scale lattice to 4 and -3.png|thumb|Lattice with golden ratios on the unison (center), on the perfect fourth (left), an ...

...es; and for initiating and leading efforts to understand the nucleon using lattice QCD'' (Laudatio).</ref> ...to experiments at RHIC and LHC, and he has mentored a generation of young theorists.'' (Laudatio)</ref> ...

...ef>{{cite journal|author=Bentkus, Vidmantas|author2=Götze, Friedrich|title=Lattice point problems and distribution of values of quadratic forms|journal=Annals .../10011582000}}</ref><ref>{{cite book|author=Götze, F.|chapter=Errata to: ''Lattice point problems and the central limit theorem in Euclidean spaces''|title=Do ...

...edish).</ref>–1992) was an American mathematician, known for his work in [[lattice theory]], [[dimension theory]], [[topology]], and [[electronic circuit desi [[Category:Lattice theorists]] ...

...s between three and eight (inclusive) there is a subset of the [[hexagonal lattice]] with this property. Palásti's eight-point example remains the largest kn | title = Lattice-point examples for a question of Erdős ...

...ons, with the phonon being the collective motion of the positively-charged lattice.<ref> ...eb.archive.org/web/20151209184323/http://www.optical-lattice.com/index.php?lattice-site=cooper-pairs |archive-date=2015-12-09 |url-status=dead }}</ref> ...

...vides an alternative approach. Gibbs measures were proposed by probability theorists such as [[Roland Dobrushin|Dobrushin]], [[Oscar Lanford|Lanford]], and [[Da ...follows is a formal definition for the special case of a random field on a lattice. The idea of a Gibbs measure is, however, much more general than this. ...

...e journal|doi=10.1007/BF01637622|title=Positive approximate identities and lattice-ordered dual spaces|journal=Manuscripta Mathematica|volume=14|pages=57–63 ...X|title=An approximation property characterizes ordered vector spaces with lattice-ordered duals|journal=Bulletin of the American Mathematical Society|volume= ...

...pically, a [[ring of algebraic integers]] is viewed as a [[lattice (group)|lattice]] in <math>\mathbb R^n,</math> and the study of these lattices provides fun Suppose that <math>\Gamma</math> is a [[Lattice (group)|lattice]] in <math>n</math>-dimensional Euclidean space <math>\mathbb{R}^n</math> a ...