Please visit my Personal webpage at: http://www.ma.ic.ac.uk/~alaptev/
Ari Laptev is now the President of the European Mathematical Society and also the Head of Department of Mathematics Imperial College London. He received his PhD in Mathematics from Leningrad University (LU) in 1978, under the supervision of Michael Solomyak. His research interest is Spectral Theory of Differential Operators. Between 1972 - 77 and 1977- 82 he was employed as a junior researcher and as Assistant Professor at the Mathematics & Mechanics Department of LU. In 1981- 82 he held a post-doc position at the University of Stockholm and in 1982 he lost his position at LU due to his marriage to a British subject. Up until his emigration to England in 1987 he was working as a builder, constructing houses in small villages in the Novgorod district of Russia. In 1987 he was employed in Sweden, first as a lecturer at Linköping University and then from 1992 at the Royal Institute of Technology (KTH). In 1999 he became a professor at KTH and also a Vice Chairman of its Mathematics Department. In 1992 he was granted Swedish citizenship. A.Laptev was the President of the Swedish Mathematical Society from 2001 to 2003 and the President of the Organizing Committee of the Fourth European Congress of Mathematics in Stockholm in 2004. From January 2007 he has been employed by Imperial College London. A. Laptev has 3 children and has supervised twelve PhD students. One of his favourite activities apart from proving spectral inequalities is construction work. For his 50th birthday the members of the Mathematics Department of KTH presented him with a chain saw as a present.
Laptev A, Ruzhansky M, Yessirkegenov N, Hardy inequalities for Landau Hamiltonian and for Baouendi-Grushin operator with Aharonov-Bohm type magnetic field. Part I
Korotyaev EL, Laptev A, 2017, Trace formulas for a discrete Schrodinger operator, Functional Analysis and Its Applications, Vol:51, ISSN:0016-2663, Pages:225-229
Laptev A, Peicheva A, Shlapunov A, 2017, Finding Eigenvalues and Eigenfunctions of the Zaremba Problem for the Circle, Complex Analysis and Operator Theory, Vol:11, ISSN:1661-8254, Pages:895-926
et al., 2017, A bound for the eigenvalue counting function for Krein-von Neumann and Friedrichs extensions, Advances in Mathematics, Vol:304, ISSN:0001-8708, Pages:1108-1155
Laptev A, Sasane SM, 2017, Perturbations of embedded eigenvalues for a magnetic Schrodinger operator on a cylinder, Journal of Mathematical Physics, Vol:58, ISSN:0022-2488