Dimension of an algebraic variety
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We investigate a principal component analysis approach for compressing the covariance matrices derived from real-time and… Expand Geometric constraint problems arise in domains such as CAD, Robotics, Molecular Chemistry, whenever one expects 2D or 3D… Expand In this paper we outline an algorithmic approach to compute Puiseux series expansions for algebraic sets. The series expansions… Expand We use the connection between resource-bounded dimension and the online mistake-bound model of learning to show that the… Expand The aim of this paper is to establish rigorous results on the
large time behavior of nonlocal models for aggregation, including… Expand Abstract Church thesis and its variants say roughly that all reasonable models of computation do not have more power than Turing… Expand MIT Let X be a smooth projective algebraic variety of dimension (d ? 1) over a eld, and let ! denote its canonical sheaf. For any… Expand The determination of the dimension of an algebraic variety is a problem that, in principle, can be solved in an algorithmic way… Expand In this paper we continue our study of the groups ExtBp, Be(BP,, v 2 t BP,/I,). In  it was shown that these groups are… Expand