%0 Journal Article %1 MR1760755 %A Hundertmark, D. %A Laptev, A. %A Weidl, T. %D 2000 %J Invent. Math. %K Lieb-Thirring Weidl bounds constants %N 3 %P 693--704 %R 10.1007/s002220000077 %T New bounds on the Lieb-Thirring constants %U https://doi.org/10.1007/s002220000077 %V 140 %X Improved estimates on the constants L γ,d , for 1/2<γ<3/2, d∈N, in the inequalities for the eigenvalue moments of Schrödinger operators are established.

@article{MR1760755, abstract = {Improved estimates on the constants L γ,d , for 1/2<γ<3/2, d∈N, in the inequalities for the eigenvalue moments of Schrödinger operators are established.}, added-at = {2022-03-30T16:29:08.000+0200}, author = {Hundertmark, D. and Laptev, A. and Weidl, T.}, biburl = {https://puma.ub.uni-stuttgart.de/bibtex/235cb43de5b6e1c6dd979a7bd90879401/elkepeter}, doi = {10.1007/s002220000077}, interhash = {368d0905aa417f063622f4e04340072b}, intrahash = {35cb43de5b6e1c6dd979a7bd90879401}, issn = {0020-9910}, journal = {Invent. Math.}, keywords = {Lieb-Thirring Weidl bounds constants}, mrclass = {35P15}, mrnumber = {1760755}, mrreviewer = {Liu Yang}, number = 3, pages = {693--704}, timestamp = {2023-04-21T13:15:28.000+0200}, title = {New bounds on the {L}ieb-{T}hirring constants}, url = {https://doi.org/10.1007/s002220000077}, volume = 140, year = 2000 }