Comments (3)
Well, this kind of thing is currently made to only support one-param functions, to avoid even more ambiguity. the problem is that it needs to be able to figure out if you're multiplying or not. For example if you write sin2x
, it should interpret it as sin(2*x)
, and spaces are not kept from the tokenizing. However, if given enough context, the parser may be able to figure it out, but that may lead to excessive complexity.
from kalker.
I disagree that g 1 2
should work. It is fairly common in mathematics to temporarily adopt additional notation, so one can e.g. say:
Let x∗y denote 1-(1-x)+(1-y). Now, 0.5∗0.5 = 0.75 …
When using a 2-param function without parenthesis, the first parameter should be taken from the left of the function name. This will allow writing the above human language as:
>> ∗(x,y) = 1-(1-x)(1-y)
>> 0.5∗0.5
0.75
from kalker.
This would lead to excessive complexity and is probably not worth it.
from kalker.
Related Issues (20)
- LaTeX syntax support HOT 1
- `gcd` shows wrong result when input number is too large HOT 8
- Feature Request: Add support for bitwise operators HOT 1
- How to prevent stack overflow on tokio thread HOT 2
- kalker doesn't follow XDG specification HOT 1
- kalker crashes or bugs out for certain `base` values HOT 1
- thread 'main' has overflowed its stack
- Big Integers are incorrect resulting in errors doing modular arithmetic HOT 2
- 1e3 != 1000. HOT 1
- Issue to build version 2.1.0 on Arch Linux (AUR package) HOT 10
- Broken link in kalk README HOT 1
- Inconsistent sqrt syntax HOT 3
- Unintuitive use of ≈ HOT 7
- Variable assignment doesn't work HOT 1
- Weird results when executing multiple commands at once HOT 1
- Weird results when using ≈ in equations HOT 1
- solving `sin x = 0`: undefined variable
- Kalker wont build on windows HOT 3
- Very numbers become complex numbers? HOT 1
- Disable starting each response with = HOT 1
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from kalker.