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Allen Knutsons class

Math 4370 spring 2013 Gröbner bases. HW 8, due April 19. HW 7, due 411. Monday, April 22, 2013. 1 Let I be an ideal in Cx 1.x n. Let G I be the sum of all the standard monomials. For example, if I x-y 2 in Cx,y with leading term x, then G I 11-y. Whereas if the leading term is y 2, then G I 1 y1-x. Right? A If I is homogeneous, what is the relation of G I and the Hilbert series H I? B Show that G I is always a rational function. B Assuming this for general n, whats its degree?

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Allen Knutsons class

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Math 4370 spring 2013 Gröbner bases. HW 8, due April 19. HW 7, due 411. Monday, April 22, 2013. 1 Let I be an ideal in Cx 1.x n. Let G I be the sum of all the standard monomials. For example, if I x-y 2 in Cx,y with leading term x, then G I 11-y. Whereas if the leading term is y 2, then G I 1 y1-x. Right? A If I is homogeneous, what is the relation of G I and the Hilbert series H I? B Show that G I is always a rational function. B Assuming this for general n, whats its degree?

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This web page allenknutsonsclass.blogspot.com states the following, "Math 4370 spring 2013 Gröbner bases." We saw that the webpage said " HW 8, due April 19." It also said " HW 7, due 411. Monday, April 22, 2013. 1 Let I be an ideal in Cx 1. Let G I be the sum of all the standard monomials. For example, if I x-y 2 in Cx,y with leading term x, then G I 11-y. Whereas if the leading term is y 2, then G I 1 y1-x. Right? A If I is homogeneous, what is the relation of G I and the Hilbert series H I? B Show that G I is always a rational function. B Assuming this for general n, whats its degree?."

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