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With e.g. g[0,0].expr() which is a symbolic expression you'll be able to do more.

how to get the sagemath programs related to graphs with nodes and edges i need to write programs to draw a graph in gr

how to get the sagemath programs related to graphs with nodes and edges i need to write programs to draw a graph in gr

Then you have to add zero padding, and the resulting code is slightly longer, though arguably a bit more readable. Feel

@Max Then you have to add zero padding, and the resulting code is slightly longer, though arguably a bit more readable.

I agree with you. The alternative is a list of integers. I would expect to be able to use a single integer (interpreted

sage: length = 10 sage: Bitset(f"{{:0{length}b}}".format(randint(0, 2**length - 1))) 0010101001 sage: Bitset(f"{{:0{leng

windows 10 and sage How does one use Sage under Windows 10?

It's hard to read but not impossible: in each term the first factor in parentheses is in the base ring G1, and the secon

The internal representation is dense. You can (efficiently) get the dense list of coefficients as follows: sage: p.coef

The internal representation is dense. You can (efficiently) get the dense list of coefficients as follows: sage: p.coef

The default value is symbolic_sum, which has a fallback to Python's sum when few arguments are given. See e.g. the outpu

The default value is symbolic_sum, which has a fallback to Python's sum when few arguments are given. See e.g. sum?? in

@Max The default value is symbolic_sum, which has a fallback to Python's sum when few arguments are given. See e.g. sum?

Indeed, one should avoid using names of builtin functions for variables, to avoid losing access to the functions. To get

Yes they are different, the documentation of canonical_label states that it takes an algorithm parameter, and the defaul

Yes they are different, the documentation of canonical_label states that it takes an algorithm parameter, and the defaul

What do you want to do if J.dimension() > 0 (i.e. there are not only common points but there is a common curve or sur

What do you want to do if J.dimension() > 0 (i.e. there are not only common points but there is a common curve or sur

What do you want to do if J.dimension() > 0 (i.e. there are not only common points but there is a common curve or sur

Another alternative (after canonicalizing the radical) is to use an ExpressionTreeWalker to substitute numerical approxi

I updated the function to determine the variable names automatically.

Here is something that works on your second example: def evaluate_with_units(expr): expr_canonical = expr.canonical

Here is something that works on your second example: def evaluate_with_units(expr): expr_canonical = expr.canonical

Instead of using the symbolic sum that you mention, you can use Python's built-in sum that takes an iterable such as a g

I haven't used it myself, but CoCalc has a custom reimplementation of nbgrader: CoCalc Manual / Instructor Guide / Tea

No it is not, in the second instance you wrote b+b instead of b*b, which is not the same thing when b=8.

This is a bug in SageMath. I've reported it here: https://github.com/sagemath/sage/issues/37946 Here is a workaround, s

Interesting, the huge coefficients break every algorithm used by Sage: integral(y, t, 0, 1, algorithm=a) breaks for each

Interesting, the huge coefficients break every algorithm used by Sage: integral(y, t, 0, 1, algorithm=a) breaks for each

I haven't seen this personally so please post a (minimal) reproducible example of SageMath code producing such a result,

That equals x*y*z*xinv*(1 + z*y)*zinv*yinv*xinv and the inverse of 1 + z*y is 1 - z*y + (z*y)^2 - (z*y)^3 + (z*y)^4 + ..

PR #37899 would improve the error message.

The error message is incomplete, it should say "symbolic variable" instead. Indeed, x0 is not a symbolic variable (an el

This looks like a very strange bug. The workaround plot(lambda x0: f(x0), (x,0.1,10)) works in the meantime.

I added an example. I'm not sure how to make p.add_primitive(a) work, there may be a bug there.

This primitive class gets used when the arrow2d function is called with a path keyword argument, so you should call that

Relevant quote: PariError: the PARI stack overflows (current size: 1073741824; maximum size: 1073741824) You can use par

This primitive class gets used when the arrow2d function is called with a path keyword argument, so you should call that

@gian98863 You're welcome. Please submit your revised question as a new self-contained post, ideally also adding a link

To obtain (representatives of conjugacy classes of) subgroups of low index $\leqslant k$ you can do [G.subgroup(gap_grou

Firstly, F = PolynomialRing(GF(3),'x') defines a polynomial ring F in one variable, where the variable is internally nam

The cospectral_graphs function was added in #9141. Credits: Jason Grout (2010-06-04): cospectral_graphs The