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Dr Giuseppe Tinaglia
Dr Giuseppe Tinaglia

Professor Giuseppe Tinaglia

Professor of Mathematics

Research interests

  • Mathematics

Biography

Giuseppe Tinaglia received his Ph.D. in Mathematics from The Johns Hopkins University, U.S.A., in July 2005, under the supervision of Professor Minicozzi. His Ph.D. thesis dealt with the structure of simply-connected surfaces embedded in Euclidean space with constant mean curvature, at points where the Gaussian curvature is large. During the academic year 2005/2006, he was a Postdoctoral Fellow at Stanford University, U.S.A.. From August 2006 to December 2008 he was a Research Assistant Professor at the University of Notre Dame, U.S.A.. In 2009, he was a Postdoctoral Fellow in the Department of Mathematics at the University of Warwick. Giuseppe joined King's College London as a Lecturer of Mathematics in 2010, was promoted to Senior Lecturer in 2015, Reader in 2017 and to Professor in 2021.

 

Research interests

  • Curvature estimates for nonzero CMC disks embedded in locally homogeneous manifolds.
  • The asymptotic geometric structure of nonzero CMC surfaces properly embedded in locally homogeneous manifolds.
  • The rigidity of CMC surfaces immersed in locally homogeneous manifolds.
  • The geometry of surfaces embedded in Euclidean space with integral bounds for the mean curvature.
  • Problems and results on the number, genus, shape and other geometric properties of compact CMC surfaces from the geometry of their boundary.

 

Further information

    Research

    hexagon-3392236_1920
    Geometry

    Members of the Geometry Group carry out research on topics within the following areas: algebraic geometry, cohomology theories, differential geometry, geometric analysis, homogeneous space, Lie groups, mirror symmetry, and symplectic geometry.

    Events

    24MayUG Maths

    King's Geometry seminar: Giuseppe Tinaglia (King's College London) - A structure theorem for properly embedded CMC surfaces of finite genus and applications

    Giuseppe will discuss the geometry of CMC surfaces embedded in Euclidean space with finite genus and, among other things, prove a local area estimate for such...

    Please note: this event has passed.

      Research

      hexagon-3392236_1920
      Geometry

      Members of the Geometry Group carry out research on topics within the following areas: algebraic geometry, cohomology theories, differential geometry, geometric analysis, homogeneous space, Lie groups, mirror symmetry, and symplectic geometry.

      Events

      24MayUG Maths

      King's Geometry seminar: Giuseppe Tinaglia (King's College London) - A structure theorem for properly embedded CMC surfaces of finite genus and applications

      Giuseppe will discuss the geometry of CMC surfaces embedded in Euclidean space with finite genus and, among other things, prove a local area estimate for such...

      Please note: this event has passed.