We consider previously derived upper and lower bounds on the number of operators in a window of scaling dimensions $[\Delta-\delta,\Delta+\delta] $ at asymptotically large $\Delta …
B Mukhametzhanov, S Pal - arXiv preprint arXiv:2003.14316, 2020 - arxiv.org
We consider previously derived upper and lower bounds on the number of operators in a window of scaling dimensions $[\Delta-\delta,\Delta+\delta] $ at asymptotically large $\Delta …
B Mukhametzhanov, S Pal - SciPost Phys., 2020 - inspirehep.net
We consider previously derived upper and lower bounds on the number of operators in a window of scaling dimensions $[\Delta-\delta,\Delta+\delta] $ at asymptotically large $\Delta …
We consider previously derived upper and lower bounds on the number of operators in a window of scaling dimensions [∆− δ,∆+ δ] at asymptotically large∆ in 2d unitary modular …
B Mukhametzhanov, S Pal - SciPost Physics, 2020 - cir.nii.ac.jp
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B Mukhametzhanov, S Pal - SciPost Physics, 2020 - par.nsf.gov
We consider previously derived upper and lower bounds on the numberof operators in a window of scaling dimensions [\Delta-\delta,\Delta+\delta][Δ− δ, Δ+ δ] at asymptotically …
B Mukhametzhanov, S Pal - SciPost Physics Proceedings, 2020 - osti.gov
We consider previously derived upper and lower bounds on the number of operators in a window of scaling dimensions [\Delta-\delta,\Delta+\delta][Δ− δ, Δ+ δ] at asymptotically …
B Mukhametzhanov, S Pal - arXiv e-prints, 2020 - ui.adsabs.harvard.edu
We consider previously derived upper and lower bounds on the number of operators in a window of scaling dimensions $[\Delta-\delta,\Delta+\delta] $ at asymptotically large $\Delta …
B Mukhametzhanov, S Pal - SciPost Physics, 2020 - ui.adsabs.harvard.edu
Beurling-Selberg extremization and modular bootstrap at high energies - NASA/ADS Now on home page ads icon ads Enable full ADS view NASA/ADS Beurling-Selberg extremization …