Comments (6)
For now abilities of Math.Net Symbolics pretty limited. May I ask what are you trying to do?
I'm not familiar with MathML language, so may you add some examples of input, which you want to parse, in naive or latex format?
from mathnet-symbolics.
I have a client side tool that can handle either latex or mathml syntax to represent math functions. Therefore I need to handle such functions in the backend: recognize them, recognize variables and finally evaluate them.
Latex syntax would be better but mathml would be ok.
from mathnet-symbolics.
Any kind of functions should be available to the user that can write them and then save them as template.
from mathnet-symbolics.
Indeed, the problem in this particular case is that we don't even support series yet, nor the concept of locally-scoped symbols (the n
in this case, which could be unrelated to an n outside of the series).
from mathnet-symbolics.
Technically we could easily support them in the new visual expressions only, but supporting them in the (semantic) expressions will need some thoughts on design.
from mathnet-symbolics.
Ok thank you for the answer. May I ask you the list of allowed mathml tags I can use in order to be parsed?
from mathnet-symbolics.
Related Issues (20)
- Processing does not end
- "not supported" exception with divide by zero in equation
- FSI
- Errors parsing and evaluating complex-valued string
- Evaluation of an expression dealing with Vector
- Bug: No control over culture for string formatting HOT 1
- Solving simple equations or HOT 3
- Expression.Zero.Equals() Bug? HOT 2
- Rational.Simplify gets stuck in endless loop HOT 3
- Problem with eager numeric calculation HOT 1
- Automatically escape special LaTeX characters in symbol names HOT 4
- What about cooperation? HOT 3
- Latex HOT 8
- Multiplication signs being removed by Latex.formatvisual function HOT 4
- Simplify a string of variables and numbers - vb HOT 2
- How to use variables in algebra problems using a string? HOT 2
- How to add Parsing and Evaluation of the min and max functions HOT 2
- Approximation.Real vs FloatingPoint.Real
- No effective way to generate large sums
- Order of expressions
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from mathnet-symbolics.