Hypercontractivity and logarithmic-Sobolev inequalities are important tools in mathematics and have numerous applications in analysis, probability theory, geometry, computer science and information theory. In this paper, basic notions and concepts of this theory are discussed and some applications are presented.
Beigi, S. (2021). Hypercontractivity and logarithmic-Sobolev inequalities. Towards Mathematical Sciences, 1(1), 40-68. doi: 10.22067/tmsj.2021.68541.1005
MLA
Beigi, S. . "Hypercontractivity and logarithmic-Sobolev inequalities", Towards Mathematical Sciences, 1, 1, 2021, 40-68. doi: 10.22067/tmsj.2021.68541.1005
HARVARD
Beigi, S. (2021). 'Hypercontractivity and logarithmic-Sobolev inequalities', Towards Mathematical Sciences, 1(1), pp. 40-68. doi: 10.22067/tmsj.2021.68541.1005
CHICAGO
S. Beigi, "Hypercontractivity and logarithmic-Sobolev inequalities," Towards Mathematical Sciences, 1 1 (2021): 40-68, doi: 10.22067/tmsj.2021.68541.1005
VANCOUVER
Beigi, S. Hypercontractivity and logarithmic-Sobolev inequalities. Towards Mathematical Sciences, 2021; 1(1): 40-68. doi: 10.22067/tmsj.2021.68541.1005
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