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There is really a bug in numerical_approximation. Try this example included in the docs: sage: f(x,a) = 1/(a+x^2) sage:

Another one: [[RDF(j) for j in i.split()] for i in flatten(L)]

To complement the answer by @achrzesz, let us point out two additional approaches to fill exactly the region between the

To complement the answer by @achrzesz, let us point out two additional approaches to fill exactly the region between the

To complement the answer by @achrzesz, let us point out two additional approaches to fill exactly the region between the

You can use function to define the functions you wish. For example, sage: hexp = "g(x)=" + "x**3" sage: func, value = h

Well, that's good news, since at least you have a workaround and can continue working with SageMath and Jupyter. Is the

When you installed SageMath.app, did you also install Recommended_9_7.pkg? If so, try to open Jupyter from a console. To

When you installed SageMath.app, did you also installed Recommended_9_7.pkg? If so, try to open Jupyter from a console.

Just compare the solutions returned with solution_dict=True and solution_dict=False (which is the default): sage: solve

Just compare the solutions returned with solution_dict=True and solution_dict=False (which is the default): sage: solve

Try the following examples: expression = r"\displaystyle\int_0^{\pi/4}\tan(x)\,dx =" result = integrate(tan(x), (x,0,pi

Let $$ f(x)=\log(\tan g(x)), $$ with $$ g(x)=\frac{\pi}{2}\tanh x. $$ It can be seen that $f$ is a differentiable funct

Let $$ f(x)=\log(\tan g(x)), $$ with $$ g(x)=\frac{\pi}{2}\tanh x. $$ It can be seen that $f$ is a differentiable funct

Let $$ f(x)=\log(\tan g(x)), $$ with $$ g(x)=\frac{\pi}{2}\tanh x $$ It can be seen that $f$ is a differentiable functi

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

Note that backslashes in the \\ commands should be doubled so that Markdown can process them correctly. Let us test it u

variables = [var(f"alpha_{i}_{j}", latex_name=fr"\alpha_{{{i} {j}}}" for j in [0..2] for i in [0,1]] table_

Now, one can copy the output and paste it in the text box to post or answer a question: $$\begin{array}{l|llllll} f &am

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to con

\begin{array}{l|llllll} f & {\alpha_{0 0}} & {\alpha_{0 1}} & {\alpha_{0 2}} & {\alpha_{1 0}} & {\al

\begin{array}{c} 1 \\ 2 \end{array}

​It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to co

​It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to co

​It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to co

​It seems that tabular is not an environment supported by MathJax, as can be seen here. So, a possible solution is to co

This is a test: $$ \begin{array}{l|llllll} f & {\alpha_{0,0}} & {\alpha_{0,1}} & {\alpha_{0,2}} & {\alp

Because simplify_full applies, in order, the methods simplify_factorial, simplify_rectform, simplify_trig, simplify_rati