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	In MAPLE, when I want to extend a polynomial...
	..in x, MAPLE gives me the expansion as a series for example I introduced: p := (x-1)*(3-x)-(x-1)^2*(3-x)^2 and expand(p) is: 4*x-x^2-4-x(3-x)^4+4*x(3-x)^3- 6*x(3-x)^2+4*x(3-x) I want the real expansion of the polynomial. I tried coeff, coeffs, coefficientlist, nothing works if the polynomial is not expanded correctly.... more » By lataianu bogdan  - Nov 21 - 1 new of 1 message

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	base change and irreducible reduced schemes
	Hi can one say something about the behavior of the properties of a scheme being reduced/irreducible under base change? If the properties are not preserved, what about the following special case: Let X and Y be schemes and consider the product Z=XxY. What is the relation of Z being reduced or irreducible to the same properties... more » By mynameisrab...@hotmail.com  - Nov 21 - 1 new of 1 message

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	Relationship between polynomial of Galois group "[2^4]E(4)" and a polynomial of degree 16.
	Hi all, the irreducible polynomial P1 (see below) of degree 8 has Galois group :"[2^4]E(4)". What is the Galois group of the irreucible polynomial P2 of degree 16? Is there a relationship between the two Galois groups? P1= a8*x^8 + a7*x^7 + a6*x^6 + a5*x^5 + a4*x^4 + a3*x^3 + a2*x^2 + a1*x^1 + a0 coefficients of P1 with b,c in Q :... more » By Gerry  - Nov 21 - 2 new of 2 messages

	i am just a tiny sperm (one of six billions) and planet earth is my egg-cell-objective
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	Math Joke
	153 and 641 were dating, and 153 said to 641, "I love you 641. I love how you're a sum of fourth powers. I love how you're a divisor of a Fermat number." 641 replied, "I, uh, I love you too, 153." "Why do you love me, 641?" asked 153. "Well, I uh, I love how you're the sum of the cubes of your digits."... more » By Jim Ferry  - Nov 21 - 1 new of 1 message