Paouris, Grigoris individual record
Professor
education and training
selected publications
Academic Articles64
  • Paouris, G., Tikhomirov, K., & Valettas, P. (2022). HYPERCONTRACTIVITY AND LOWER DEVIATION ESTIMATES IN NORMED SPACES. Annals of Probability. 50(2), 688-734.
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  • Koldobsky, A., Paouris, G., & Zvavitch, A. (2022). Measure Comparison and Distance Inequalities for Convex Bodies. 71(1), 391-407.
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  • Ergur, A., Paouris, G., & Rojas, J. M. (2021). SMOOTHED ANALYSIS FOR THE CONDITION NUMBER OF STRUCTURED REAL POLYNOMIAL SYSTEMS. Mathematics of Computation. 90(331), 2161-2184.
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  • Ergur, A. A., Paouris, G., & Rojas, J. M. (2021). Tropical varieties for exponential sums (vol 377, pg 863, 2020). Mathematische Annalen. 380(3-4), 2073-2077.
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  • Hanin, B., & Paouris, G. (2021). NON-ASYMPTOTIC RESULTS FOR SINGULAR VALUES OF GAUSSIAN MATRIX PRODUCTS. Geometric and Functional Analysis. 31(2), 268-324.
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Chapters2
  • Paouris, G. (2003). -Estimates for Linear Functionals on Zonoids. Lecture Notes in Mathematics. Geometric Aspects of Functional Analysis. 211-222. Springer Nature.
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  • Paouris, G. (2000). On the isotropic constant of Non-symmetric convex bodies. Lecture Notes in Mathematics. Geometric Aspects of Functional Analysis. 239-243. Springer Nature.
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Conference Papers4
  • Giannopoulos, A., Paouris, G., & Valettas, P. (2011). On the existence of subgaussian directions for log-concave measures. Contemporary Mathematics. 545, 103-+.
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  • Paouris, G. (2005). Concentration of mass and central limit properties of isotropic convex bodies. Proceedings of the American Mathematical Society. 133(2), 565-575.
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  • Paouris, G. (2003). Psi(2)-estimates for linear functionals on zonoids. Lecture Notes in Mathematics. 1807, 211-222.
  • Giannopoulos, A., Hartzoulaki, M., & Paouris, G. (2002). On a local version of the Aleksandrov-Fenchel inequality for the quermassintegrals of a convex body. Proceedings of the American Mathematical Society. 130(8), 2403-2412.
Repository Documents / Preprints37
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  • Adamczak, R., Paouris, G., Pivovarov, P., & Simanjuntak, P. (2022). From intersection bodies to dual centroid bodies: a stochastic approach to isoperimetry.
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  • Paouris, G., Tikhomirov, K., & Valettas, P. (2019). Hypercontractivity and Lower Deviation Estimates in Normed Spaces.
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Email
grigoris@tamu.edu
First Name
Grigoris
Last Name
Paouris
mailing address
Texas A&M University; Mathematics; 3368 TAMU
College Station, TX 77843-3368
USA