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math.DG2019
On a generalization of Inoue and Oeljeklaus-Toma manifolds
Hisaaki Endo, Andrei Pajitnov
In this paper we construct a family of complex analytic manifolds that generalize Inoue surfaces and Oeljeklaus-Toma manifolds. To a matrix in satisfying som…
math.DG2019★ 2 cited
On generalized Inoue manifolds
Hisaaki Endo, Andrei Pajitnov
This paper is about a generalization of famous Inoue's surfaces. Let be a matrix in having only one real eigenvalue which is simple. We associate to a…
math.DG1998★ 9 cited
C^0-generic properties of boundary operators in Novikov Complex
A. Pajitnov
One of the basic objects in the Morse theory of circle-valued maps is Novikov complex - an analog of the Morse complex of Morse functions. Novikov complex is defined over the ring…