Titlebook: Bridging Algebra, Geometry, and Topology; Denis Ibadula,Willem Veys Conference proceedings 2014 Springer International Publishing Switzerl

渗透

Partnerevaluation und Partnerwahls, by using methods of toric geometry (see also [9, 16]). Some higher-dimensional analogues of Kodaira surfaces are obtained as hypersurfaces in these Inoue manifolds. In this paper we construct another higher-dimensional analogues of primary Kodaira surfaces and we compute their invariants as the Hodge numbers.

Tortuous

Einleitung und Problemstellung,d by three monomials of degrees . and a set of monomials of degrees ≥ . + 1, or by four special monomials of degrees .. If the Stanley depth of .∕. is ≤ . + 1 then the usual depth of .∕. is ≤ . + 1 too.

myriad

https://doi.org/10.1007/978-3-663-10720-0equations over the rationals. In fact, we compute a triangular decomposition using Möller’s algorithm (Möller, Appl. Algebra Eng. Commun. Comput. 4:217–230, 1993) of the corresponding ideal in the polynomial ring over the rationals using modular methods, and then apply a solver for univariate polyno

阐释

Verhandlung und Kooperationsabkommenracteristic varieties of complex hyperplane arrangement complements and cohomology of Milnor fibers. If all multiplicities equal 1 then a multinet is a net that is a realization by lines and points of several orthogonal latin squares. Very few examples of multinets with nontrivial multiplicities are

landfill

芭蕾舞女演员

想象

Verhandlung und Kooperationsabkomment not on all of the manifold. Our motivation comes from Gromov’s open-dense orbit theorem which asserts that if the pseudogroup of local automorphisms of a . acts with a dense orbit, then this orbit is open. Fisher conjectured that the maximal open set of local homogeneity is all of the manifold as

大都市

Henner Schierenbeck,Michael Pohlngular locus of the curve consists of the points (.., ..) with .., .. ≥ 2 (so-called . singularities). In the non-generic case, the inner singularities are not the only ones: the curve may also have “.” singularities. The fundamental groups of (the complements of) curves having only inner singularit

Abbreviate

送秋波

https://doi.org/10.1007/978-3-322-81654-2ts needed to achieve its minimal embedded resolution. We show that there are .. topological types of blow-up complexity ., where .. is the .-th Fibonacci number. We introduce complexity-preserving operations on topological types which increase the multiplicity and we deduce that the maximal multipli