Hox to justify a Basis of R¨2 vectorial space
Justify that 2 vectors (1,1) and (1,2) are an R² base; How to write calculations correctly ?<x, y> = lambda*<1, 1> + mu*<1, 2>: solve({lambda+mu=x,lambda+2*mu=y},{lambda,mu}): <x,...
View ArticleCyclic polynomials.
Is there some basis containing polynomials of the form x[1]^p*x[2]^q+x[2]^p*x[3]^q+x[3]^p*x[1]^q, (p,q posint)? Are there known relationships between these?Note: these are not the symmetric polynomials.
View ArticleVector spaces from sets
Hi! I'm new to Maplesoft. I would like to use it for my research. However, in order to do so, i have to construct an n-dimensional vector space, with vectors of the form A_1*B, A_2*B, ..., A_k*B, where...
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How to create orthonormal triads with "Physics:-Vectors"
Hello, I recently discovered the "Physics" package wich provides tools for manipulating abstract vectors (non-component). In the "Physics:-Vectors", an orthonormal basis (i,j,k) is available and my...
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How can we assign the values of basis vectors resulted from PlanePlot commend?
I would like to assign the values of basis vectors which are calculated by PlanePlot. Is there anyone who knows how to use them or how to imitate the...
View ArticleProblem in maple built in FGb method of calculating Groebner basis
When I am usingPolynomialdeal package:sys:=[p31,p32,p33];as in the end of the post. (for one to reproduce) `J := PolynomialIdeal(sys, characteristic = p)` and calculate the corresponding Groebner...
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