DOIAbstract
AbstractWe derive an explicit formula for the mass of a unimodular Z-lattice of arbitrary signature using Bruhat–Tits theory
AbstractWe derive an explicit formula for the mass of a unimodular Z-lattice of arbitrary signature using Bruhat–Tits theory
The low-energy spectrum and phenomenology of strongly-interacting particles is well described by Qua...
Les masses volumiques du bismuth, du zinc et des alliages Bi — Zn liquides ont été déterminées par l...
Because lattice theory is so vast, the primary purpose of this paper will be to present some of the ...
In an earlier paper we enumerated the integral lattices of determinant one and dimension not exceedi...
In an earlier paper we enumerated the integral lattices of determinant one and dimension not exceedi...
We show how it is possible to give a precise and unambiguous implementation of the Witten–Veneziano ...
AbstractThe integral lattices of determinant 1 and dimension not exceeding 20 are enumerated. Siegel...
We compute the so called residual mass in Lattice Heavy Quark Effective Theory to alpha^3 order in t...
It is shown that the mass difference between η′ and pseudoscalar octet mesons can be calculated in q...
We introduce a new identity equivalent to the orthomodular law in every ortholattice
Collaboration with the lattice group of the LPSC in Grenoble and the LPT in Orsay, within the Europe...
In lattice theory the two well known equational class of lattices are the distributive lattices and ...
Engels J, Karsch F, Satz H, Montvay I. Glueball mass estimate from finite temperature SU(2) lattice ...
It is shown that the mass difference between η′ and pseudoscalar octet mesons can be calculated in q...
We make use of the global symmetries of the Yang-Mills theory on the lattice to design a new computa...
The low-energy spectrum and phenomenology of strongly-interacting particles is well described by Qua...
Les masses volumiques du bismuth, du zinc et des alliages Bi — Zn liquides ont été déterminées par l...
Because lattice theory is so vast, the primary purpose of this paper will be to present some of the ...
In an earlier paper we enumerated the integral lattices of determinant one and dimension not exceedi...
In an earlier paper we enumerated the integral lattices of determinant one and dimension not exceedi...
We show how it is possible to give a precise and unambiguous implementation of the Witten–Veneziano ...
AbstractThe integral lattices of determinant 1 and dimension not exceeding 20 are enumerated. Siegel...
We compute the so called residual mass in Lattice Heavy Quark Effective Theory to alpha^3 order in t...
It is shown that the mass difference between η′ and pseudoscalar octet mesons can be calculated in q...
We introduce a new identity equivalent to the orthomodular law in every ortholattice
Collaboration with the lattice group of the LPSC in Grenoble and the LPT in Orsay, within the Europe...
In lattice theory the two well known equational class of lattices are the distributive lattices and ...
Engels J, Karsch F, Satz H, Montvay I. Glueball mass estimate from finite temperature SU(2) lattice ...
It is shown that the mass difference between η′ and pseudoscalar octet mesons can be calculated in q...
We make use of the global symmetries of the Yang-Mills theory on the lattice to design a new computa...
The low-energy spectrum and phenomenology of strongly-interacting particles is well described by Qua...
Les masses volumiques du bismuth, du zinc et des alliages Bi — Zn liquides ont été déterminées par l...
Because lattice theory is so vast, the primary purpose of this paper will be to present some of the ...
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