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My research interest is in Banach space theory. I am interested in finite-dimensional spaces and properties of Banach spaces which depend on the structure of their finite-dimensional subspaces. A closely related direction is a study of affine invariants of convex symmetric bodies. The techniques vary from some quite elementary but clever methods from operator ideals theory to sophisticated methods from probability theory and integral geometry.
I am also interested in geometry of infinite-dimensional convex bodies, the area which gains momentum at present time.
I am also interested in geometry of infinite-dimensional convex bodies, the area which gains momentum at present time.
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Lecture Notes in Mathematics (2019): 125-137
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semanticscholar(2018)
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