Computer algebra
Computer (symbolic) algebra systems and libraries are used for manipulations with symbolic mathematical expressions.
Usually, those libraries are capable of some calculus operations (differentiation, integration, finding the limit, etc.) and numeric manipulations.
The idea is to avoid floating number operations by computing the exact result instead.
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The basics of DiscreteSystem exists now, but the little details around it need to be finished.
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In PR #4557 we added InstallEarlyMethod and used it to merge FirstOp and First. Something similar should be done for more operations, following the pattern outlined in PR #4557
Here is a partial lists of operations where it may make sense to do so:
- in
coll.gdListOpSumOpProductOpFilteredOpNumberOpForAllOpForAnyOp
- in
list.gd
Logo for Interactive
The package I want to suggest the idea to: AngouriMath.Interactive
The current logo includes Jupyter logo which is incorrect (since you can use that pkg in VSC Notebooks or in console etc.).
[Here](https://drive.google.com/file/d/1Y8TwuEjL0-YO2DCE6c_qs8TrhGJES_tL/view?usp=sharing
Debugging Kotlin∇ code within IntelliJ IDEA can be somewhat cumbersome due to the functional API structure (lots of deeply-nested stack traces and context switching). To facilitate more user-friendly debugging, we should add support for visual debugging by exposing Kaliningraph’s built-in graph visualization capabilities. For example, the use
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Someone interested in improving the Symja help/tutorial?
Please improve the markdown documents here:
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This is a common pattern: I have a list of independent criteria that a student's answer must fulfil. For each of them, I want to add a certain amount of credit if it's satisfied, and give some negative feedback otherwise.
At the moment, it's possible with this:
if(criterion_satisfied,
add_credit(amount, "You did it!")
, negative_feedback("You didn't do it.")
)
It would be c
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syms a;
unique([a,a]) works fine, but
unique([a])
leads to the following error:
error: Python exception: UnboundLocalError: local variable ‘s’ referenced before assignment
occurred at line 1 of the Python code block:
return sp.Matrix([list(uniq(*ins))]),
error: called from
pycall_sympy_ at line 178 column 7
unique at line 55 column 5
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Expand README.rst
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- Wikipedia
- Wikipedia




See this issue sympy/sympy#11044 . That issue was fixed in PR sympy/sympy#11566. Though no test case was added for the
lambdify.What needs to be done?
Add test case that this works just fine:
Test case needs to