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16h
revised How to find coefficients in Lie bracket relations in Cartan-Weyl basis?
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1d
comment how to show that $P$ is normal complement in $H$.
The conclusion of your theorem is that $P = M$ but you haven't said what $M$ is, so we don't know what you're trying to prove.
1d
comment finding formula from table
@SuzuHirose: Yes it is, he's asking how to derive a particular formula.
1d
comment using Macaulay 2
The path to the macaulay program should be something like folder-you-installed-it-in/Macaulay2-1.7/bin/. You need to cd into that folder and then run ./M2. If you need more help try a site like superuser.com. Using math software is a valid topic on this site but your question isn't about math software, it's really just a question about how to run a program that you installed in your operating system.
1d
answered A question about a free abelian finitely generated group.
1d
comment using Macaulay 2
If the macaulay2 program is in your path you should be able to just type M2 into the terminal.
1d
comment Prove p -> q for the following p and q
What have you tried? What proof techniques do you know? Do you have any thoughts so far?
1d
comment using Macaulay 2
Your commands shouldn't be going to bash, they should be going to macaulay2. Did you start the macaulay2 program or did you just type i1 : 3/5 + 7/11 into the terminal?
1d
answered Exponents of the Coxeter group A(n)
1d
answered How to find coefficients in Lie bracket relations in Cartan-Weyl basis?
1d
revised Factoring a polynomial over $\mathbb F_{2^8}$
corrected english
1d
answered $A/B \cong A \iff B = \{e\}$ for groups $A,B$?
1d
answered Symmetric algebra
1d
comment Basis for kernel of trace map
@gniourf_gniourf: You should post that as an answer.
2d
answered Algebraically independent equivalent conditions
2d
answered Basis for the space of quadratic polynomials orthogonal to those with $p(2)=p(1)$
2d
comment Basis for the space of quadratic polynomials orthogonal to those with $p(2)=p(1)$
What do you mean when you say you've calculated the integrals?
Dec
23
answered Why is $S^{-1}A$ the initial object in this category?
Dec
23
answered how to construct graph $G$ where $\operatorname{Aut}(G)\simeq \mathbb{Z}_n$
Dec
23
answered Factorization of parabolic subgroups.