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The Generalized Long Mayer–Vietoris Sequence and Separating Cycles R. V. Ul'vert M. F. Reshetnev Siberian State University of Science and Technologies |
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Abstract: The notion of a cycle separating a collection of hypersurfaces in a complex-analytic manifold appears in the theory of multidimensional residue in connection with the Grothendieck residue. Namely, the residue Another application of the generalized long Mayer–Vietoris sequence is related to the calculation of the combinatorial coefficients involved in the Gelfond–Khovanskii formula for the global residue in an algebraic torus (2002). In this case, we consider Language: English Website: https://zoom.us/j/9544088727?pwd=RnRYeUcrZlhoeVY3TnRZdlE0RUxBQT09 * ID: 954 408 8727, password: residue |