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I am working with

R.<q,t> = PolynomialRing(QQ)

Q = R.fraction_field()

Sym = SymmetricFunctions(Q)

following which I declare Ht = Sym.macdonald().Ht(). I would now like to evaluate Ht for different relations between q, t. As an example, I would like to be able to compute Ht[2,1,1] with the substitution q -> q and t -> 1.

Seems to be doing the job quite alright. I find it unintuitive and restrictive that the substitution has to be made into

Substituting variables in instances of elements of SymmetricFunctions of polynomial rings I am working with R.<q,t&

I mean being able to evaluate something like Ht[2,1,1] but with the substitution q=t or t=1.

Substituting variables in instances of elements of polynomial rings I am working with R.<q,t> = PolynomialRing(Q

Substituting variables in instances of elements of polynomial rings I am working with R.<q,t> = PolynomialRing(Q

Substituting variables in instances of elements of polynomial rings I am working with R.<q,t> = PolynomialRing(Q

Applying RREF transformation of one matrix to another Given a matrix M, let M' be the matrix created by M.rref(). Let E

Just to be clear, do you want me to write the method directly into my copy of Sage @FrédéricC ? Apologies for the late r

Just to be clear, do you want me to write the function directly into my copy of Sage @FrédéricC ? Apologies for the late

Just to be clear, do you want me to write the function directly into my copy of Sage? @FrédéricC

@FrédéricC I remarked the same above. However, in this case, RSK should return a ValueError, and not kill the kernel ins

@FredericC I remarked the same above. However, in this case, RSK should return a ValueError, and not kill the kernel ins

@FredericC I remarked the same above. However, in this case, RSK should return a ValueError, and not kill the kernel ins

@FredericC I remarked the same above. However, in this case, RSK should return a ValueError, and not kill the kernel ins

Bug: RSK Kills Kernel I am using Sage 10.0 on an M2 Silicon chip Macbook Air 13'. Method of replicating bug: I accident

That's not the same as co-arm, though. In English notation, the cells to the right constitute the arm, and the cells to

That's not the same as co-arm, though. In English notation, the cells to the right constitute the arm, and the cells to

That's not the same as co-arm, though. In English notation, the cells to the right constitute the arm, and the cells to

Add co_arm_length method to Sage partitions There is a method arm_length(i,j) which returns the arm length of the partit

Add co_arm_length method to Sage partitions There is a method arm_length(i,j) which returns the arm length of the partit

Is it possible to somehow view the Jupyter notebook for Sagemath in Dark Mode? If yes, how?

The browser still reads CSS which it is told to read from somewhere. Finding that was particularly painful. Turns out, r

The browser still reads CSS which it is told to read from somewhere. Finding that was particularly painful. Turns out, r

Okay, I am not sure what happened. The command matrix(R,n,n) seemed to be yielding this error. But when I ran the notebo

Variable Matrices on Sage I am using Sagemath 10. I wish to work with matrices whose entries are multivariate polynomial

Before that, I must remark that it didn't resolve the issue. It complains about getting too many arguments. Which makes

Before that, I must remark that it didn't resolve the issue. It complains about getting too many arguments.

Variable Matrices on Sage I am using Sagemath 10. I wish to work with matrices whose entries are multivariate polynomial

Before that, I must remark that it didn't resolve the issue. It complains about getting too many arguments.

Variable Matrices on Sage I wish to work with matrices whose entries are multivariate polynomial ring variables (nothing

Variable Matrices on Sage I wish to work with matrices whose entries are multivariate polynomial ring variables (nothing

Variable Matrices on Sage I wish to work with matrices whose entries are ring variables (nothing funky, R = PolynomialRi

Variable Matrices on Sage I wish to work with matrices whose entries are ring variables (nothing funky, PolynomialRing(Q

Variable Matrices on Sage I wish to work with matrices whose entries are ring variables (nothing funky, PolynomialRing(Q

Variable Matrices on Sage I wish to work with matrices whose entries are ring variables (nothing funky, PolynomialRing(Q

Run Sage on Sublime Text I have recently learned that Jupyter notebooks can be run outside of browsers. So I was wonderi

Thanks! Your method of loading the themes didn't work (in particular my notebook couldn't find jupyterthemes), but the d

Thanks! Your method of loading the themes didn't work, but the documentation on the webpage asks me to run !jt -r <i

Thanks! Your method of loading the themes didn't work, but the documentation on the webpage asks me to run !jt -r <i

Dark Mode Jupyter Notebook Is it possible to somehow view the Jupyter notebook for Sagemath in Dark Mode? If yes, how?

In that case, do you believe there is any alternative method?

Thanks! While it works for $B$, it still fails for the matrix in my context. I think nested roots are too problematic so

Thanks! While it works for $B$, it still fails for the matrix in my context. I think nested roots are too problematic so