From 0915754f5f1a7c1b6e4a96d6641ecb5ff875b970 Mon Sep 17 00:00:00 2001 From: That-One-Nerd Date: Mon, 10 Jul 2023 00:14:52 -0400 Subject: [PATCH] Made a new logo and completed the changelog. --- Changelog.md | 26 +++++++++++++++++++++++++- Extras/Banner.png | Bin 0 -> 855784 bytes Extras/Logo Square High Res.png | Bin 0 -> 324104 bytes Extras/Logo Square.png | Bin 58966 -> 24710 bytes 4 files changed, 25 insertions(+), 1 deletion(-) create mode 100644 Extras/Banner.png create mode 100644 Extras/Logo Square High Res.png diff --git a/Changelog.md b/Changelog.md index fdc6fbd..71d4b4b 100644 --- a/Changelog.md +++ b/Changelog.md @@ -1,5 +1,29 @@ -# Nerd_STF v2.4.0 +# Nerd_STF v2.4.0 (Equations and Numbers) +I've done a pretty good amount of stuff in this update, and I'm pretty proud of it. Good improvement. + +First of all, I've gone and added all of the applicable `Mathf` functions as an extension to the `Equation` delegate. That way if you want to say, calculate the square root of an entire equation, rather than going: +```csharp +Equation result = x => Mathf.Sqrt(equ(x)); +// Where `equ` is an `Equation` that represents the function we want to take the square root of. +``` +you can shorten it down and remove some of the weirdness. +```csharp +Equation result = equ.Sqrt(); +// Where `equ` is an `Equation` that represents the function we want to take the square root of. +``` + +It works for any common function you'd want to apply to an equation. + +--- + +Speaking of math functions (I guess that's the whole update, given the name), I'm now utilizing an implementation of CORDIC I made to calculate all trigonometric functions, hyperbolic trig functions, exponents, and logs. It's quite a neat process, and I could also have it completely wrong, but whatever I have, CORDIC or something else, works wonders, and is considerably faster than some other methods I tried. Of course, it's still nowhere near as fast as the built-in math functions, but they will always be on a whole other level. Maybe in the optimization update I'll bother to improve them, but they work quite well as-is for most use cases. + +I've also implemented taylor series into the `Calculus` class. It's not particularly useful is most cases, so I wouldn't bother. The only time it would be a good idea to use it is if you've got some incredibly slow to calculate equation and want to optimize it. The function will take a long time at first, as it will have to generate second-derivatives and beyond, but afterwards the output equation will just be a simple-to-calculate polynomial (though the approximation gets worse the further you are from the reference point). If you've got an equation that's already fast to calculate, using the taylor series approximation will only be a negative. So take it with a grain of salt. + +That's mostly it. I've fixed some issues/bugs here and there, renamed some small stuff (check the full changelog for more information), removed all the stuff marked obsolete and to be removed in this update, added some more math stuff like prime calculators, and other tiny changes. The next update will be focused on reworking the badly made geometry stuff I did a while back ([Version 2.1](https://github.com/That-One-Nerd/Nerd_STF/releases/tag/v2.1.0)). I know I say this all the time, but version 2.5 should be substantially bigger than this one. I'm going to be reworking the `Polygon` object entirely and will be improving quite a lot of other things in the whole `Nerd_STF.Mathematics.Geometry` namespace. Stay tuned! + +Here's the full changelog: ``` * Nerd_STF * Exceptions diff --git a/Extras/Banner.png b/Extras/Banner.png new file mode 100644 index 0000000000000000000000000000000000000000..e9f150e36b7e43bad375f7fd7c1fd5a74bc88287 GIT binary patch literal 855784 zcmV))K#ISKP)Px#1ZP1_K>z@;j|==^1poj532;bRa{vGf6951U69E94oEQKA|D{PpK~#8Nr2P%H zCAo5(iSDdRi4-X|NwGe|9^gbetb55|5Wm_;)2phrI| zhT)9}@cbq=l>B~UdcODtM4{*D9@K|a@fE&$LQOVh8 zc!G(6V%P&0nD%JPIUsHBvdt}Rn(;XB5Y-sd1P^SzC{1^oy~b`4pW1=xj~#@^QHHAw zN6GY25t=B{kY>RK`yYZd|nNBHBqYh8N z6B5nobk7k#ck6}`h3Q#aS)644RX_oANU=(bFPlK>2$CnPXNzJ(ipBNF^zs9hgq&#w zkOFKF!7Yzy1BFZ(wcF$WZrR4>9P11bvV@o(L`REY^7VfR+F&j;Kaf&-wZ2zlA5z2V ztqZAusf&!%2HM*Y@Vz87y*Xzp=MY_mFadm<^Zx%{@PwR3wN20hHUPJj?fkWw;>i;p zZqlyk)ip|Rsd2$(qfL10{o=7ABp2|2)P?30JkYom!QxvL#Uzm}kL`)a2_SC~n(b)x z&;9xxGjf!mw9OY%1f-5aOH&bCvLSUN{X&)=(QK{#hN~hrgG_I(C?MV(G@D^jq)JNL z?L#q|KjSmp&QDonIUl<`AK3HjL=nI#CDL%iRgjY(iMbm~7k|1PPZI^}kL30PN_L`v z*3xu0HXCqNmG)6zE|-uryUVu!%XX0 zpp;ce`yeg}Sk zMSwf{El87OsWyyvluk)8s9}(In$NttoekO}Kj@=Jj6VnNH(y3d4*ury1}pO{#}^pbV&r=K>zp3^NUsa`pNn zD7qtiHy>AIDIuLv?fY1FBfN=s*Q_dDU(!Hvv>{3A!dAv{MT&Qr)eEz+*oY@Q0UOTg zUqmtA#i{YAGy*cE%e^MN;7$jW>Lj1NQ(J~*^Gs5MRFQU*!b=N4bgUERT(v=lqe^cR z1GA*DUX0aFzf0eyt-EG6Ncvq8k^}qO@JA&hCt(HR_Gwd$--Hr|lE7)di2cbEn59Di z9DnK!wr$ViQ{=<~pya_7eMQDMsG2P(LVGW4lSdViYTgTZT(z+LGh5XZ!7N?t0sM{! zMq`PqeH%_^Ys|Ej1Qf2*$ydl7OpNbJ@zw6(=n%Nj-ZZOTMo^li1kPJDdE^ski5rv5 zsI#shCZup0?Du+pBb#^E(-5V(N#a%ni;(YKjd!!s^@DRM_b+<=?7S_yN#S&U0bP7F z56r74!j=YOI|E;wU6*)Yx{wMyq)$$G(4E6xTX=4)Hh!({JOdel%mHaHlSD+Y1}DjX#@V;#Hkw} z$??jqH0eYc&IuKpX`wlRynpif{N0bwKYu=d^ZEQX+P7hlN{3$G`T7Xk6CgcA@pvz~ z;P($}JVr+@GeBz3F>^$h^n`oJECp#uUEE!exu zWLN>w`?|mFWB7lLLAcA=Mt{1Rk9^VO0?!jyF;_FLM6&!iE0g@sXzz z=8d7aDtM0K`RWtR-%!;_4@`3m2jvg$g@H>39y@QtcQn6J6i@T(H<^C+!joixn6QHlaQ zBQO_X`S}XVi2)tbcUy)>Naw_7p5_vlin6a*jT=!iu_t2!gHBF{@S3TkJYwrHq0S

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