Open unageek opened 3 years ago
Very excited about where this project is headed! Will the complex functions extension follow GrafEqâ„‚: Reliable graphing in the complex plane by Becuwe et al. (2005)?
@RuixiZhang42 Thank you for your comment!
Will the complex functions extension follow GrafEqâ„‚: Reliable graphing in the complex plane by Becuwe et al. (2005)?
Maybe, but I'm still thinking about the details.
Wonderful Project! Linux Version Please?
OK I see how to build it from source on Ubuntu, but also you can make an excecutible file/Appimage file, Thanks!
Maybe it is good to have a hide
button to hide unwanted relation graphs thanks
Graphing Engine
x = f(t) && y = g(t) && P(t)
y = f(x) && P(x)
orx = f(y) && P(y)
block::MIN_K
smaller−
(U+2212) as an alias for-
∧
,∨
, and¬
as aliases for&&
,||
, and!
, respectivelyx^y
to matchexp(y ln(x))
.(y ∈ ℤ ∧ x ≠0) ∨ (y ∈ ℤ ∧ y ≥ 1) ∨ (x ≥ 0 ∧ y > 0) ∨ x > 0
.x^^y
?0^0
and0^^0
undefined for the best consistency.^
(real) is a subset of^
(complex) and^^
.if
)if
(flattened arguments?):=
for definitionsReal
?sin(Ï€/2) = 1
, etc.)App
RelationInput
y = ⌊x⌋
may look worse than now when low-level supersampling is used. On the other hand, high-level supersampling cannot be incorporated in real-time rendering. So anti-aliasing involving resampling would be an option only for exporting graphs.Website?