%0 Journal Article %1 Reisz1988pc %A Reisz, Thomas %D 1988 %J Communications in Mathematical Physics %K FeynmanDiagrams Lattice LatticePerturbationTheory Renormalisation %N 1 %P 81--126 %T A power counting theorem for Feynman integrals on the lattice %U http://dx.doi.org/10.1007/BF01239027 %V 116 %X A convergence theorem is proved, which states sufficient conditions for the existence of the continuum limit for a wide class of Feynman integrals on a space-time lattice. A new kind of a UV-divergence degree is introcduced, which allows the formulation of the theorem in terms of power counting conditions. ER -

@article{Reisz1988pc, abstract = {A convergence theorem is proved, which states sufficient conditions for the existence of the continuum limit for a wide class of Feynman integrals on a space-time lattice. A new kind of a UV-divergence degree is introcduced, which allows the formulation of the theorem in terms of power counting conditions. ER -}, added-at = {2009-04-23T23:30:20.000+0200}, author = {Reisz, Thomas}, biburl = {https://www.bibsonomy.org/bibtex/27f837146f8c7a7f46472bee43e8201e0/gber}, description = {SpringerLink - Zeitschriftenbeitrag}, interhash = {cbc1b303faf5cabbf0641d9aad2c4cb1}, intrahash = {7f837146f8c7a7f46472bee43e8201e0}, journal = {Communications in Mathematical Physics}, keywords = {FeynmanDiagrams Lattice LatticePerturbationTheory Renormalisation}, number = 1, pages = {81--126}, timestamp = {2009-04-23T23:30:20.000+0200}, title = {A power counting theorem for Feynman integrals on the lattice}, url = {http://dx.doi.org/10.1007/BF01239027}, volume = 116, year = 1988 }