Web1 Introduction Let Xmn be an m × n matrix of indeterminates xij which generate the polynomial ring K[xij] where K is a field. The ideal generated by all k × k minors of Xmn has been studied from many different points of view; for a comprehensive exposition see [3] and [2, Chapter 7]. For example, these ideals are prime ideals that are also ... Web2 SHUNTAROYAMAGISHI Let Λ denote the von Mangoldt function, where Λ(x) is logpif xis a power of p∈ ℘and 0 otherwise. Given X ⊆ Cn, we let 1X be the characteristic function of X, i.e. X(x) = 1 if x ∈ X and 0 otherwise.
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ECE 45 Homework 4 Solutions - University of California, San Diego
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