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Wu Senlin
Professor
PhD


Birth date: 16.01.1982
Keywords: orthogonality, Banach-Mazur metric, Hadwiger's covering conjecture.

Subject:

Banach space theory, discrete and convex geometry


Main publications:
  1. Senlin Wu, Chan He, “Covering functionals of convex polytopes”, Linear Algebra and its Applications, 577 (2019), 53–68
  2. Horst Martini and Senlin Wu, “Geometric dilation of closed curves in normed planes”, Computational Geometry. Theory and Applications, 42 (2009), 315–321
  3. Javier Alonso, Horst Martini, and Senlin Wu, “On {B}irkhoff orthogonality and isosceles orthogonality in normed linear spaces”, Aequationes Mathematicae, 83:1-2 (2012), 153–189
  4. Horst Martini and Senlin Wu, “Characterizations of {$l_\infty^n$} and {$l_1^n$}, and their stabilities”, Journal of Mathematical Analysis and Applications, 419 (2014), 688–702
  5. Senlin Wu, “Upper bounds for the covering number of centrally symmetric convex bodies in {$\Bbb R^n$}”, Mathematical Inequalities & Applications, 17:4 (2014), 1281–1298

Publications in Math-Net.Ru

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