https://latex.codecogs.com/eqneditor/editor.php
A lot of GitHub projects need to have pretty math formulas in READMEs, wikis or other markdown pages. The desired approach would be to just write inline LaTeX-style formulas like this:
$e^{i \pi} = -1$Unfortunately, GitHub does not support inline formulas. The issue is tracked here.
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| const β = require('bignumber.js'); | |
| function Ω(a, m) { | |
| const b = new β(a).mod(m); | |
| for (let x = new β(1); x.lt(m); x = x.plus(1)) { | |
| if (b.times(x).mod(m).eq(1)) { | |
| return x; | |
| } | |
| } | |
| return new β(1); |
https://misc.flogisoft.com/bash/tip_colors_and_formatting
{"root":{"i":"02-AA82jhUlVl_lYAUgDoWq7rg-l2c","v":451245924,"ss":[{"type":"T","i":"02-AA0BnhUgRReYj8Xk_xQZTJSIgaO","v":1137159506,"b":"0|0|9|4","t":"ABCDEFG123","e":{"be":{"fe":false,"fu":"F1","be":true,"bu":"S3","du":"1|0|0","rc":"NNNN"},"tha":1,"tva":1}},{"type":"T","i":"02-AAKuHiUHPuQjb115E70bSjppxla","v":43213769,"b":"8|0|9|4","t":"HIJKLM!45*","e":{"be":{"fe":false,"fu":"F1","be":true,"bu":"S3","du":"1|0|0","rc":"NNNN"},"tha":1,"tva":1}},{"type":"T","i":"02-AADnJiUB-pftBeOdyGLBlX0cw_d","v":-2091017348,"b":"0|3|9|4","t":"NOPQRST678","e":{"be":{"fe":false,"fu":"F1","be":true,"bu":"S3","du":"1|0|0","rc":"NNNN"},"tha":1,"tva":1}},{"type":"T","i":"02-AAVgNiUggLc9eBQLBbJMRJJJ8nU","v":-1828829421,"b":"8|3|9|4","t":"UVWXYZ?90#","e":{"be":{"fe":false,"fu":"F1","be":true,"bu":"S3","du":"1|0|0","rc":"NNNN"},"tha":1,"tva":1}}]},"extra":{"name":"Undefined"},"version":1,"modified_timestamp_millis":16882670966
The Cynic's Book of Wisdom:
- Never discount the possibility you might live through it.
- In the end you, you are the only answer to the question: What to do?
- Sometimes you get a miracle. Don't expect another one.
- Before declaring victory over your opponent, make sure you are playing the same game.
- Sometimes the crazy person is right.
- Nothing is so destructive as what we believe to be true.
- The past is always waiting.
- You are in more danger from the other person's God than your own.
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| accept | Indicates that that the actor has accepted the object. For instance a person accepting an award or accepting an assignment. | |
|---|---|---|
| access | Indicates that the actor has accessed the object. For instance a person accessing a room or accessing a file. | |
| acknowledge | Indicates that the actor has acknowledged the object. This effectively signals that the actor is aware of the objects existence. | |
| add | Indicates that the actor has added the object to the target. For instance adding a photo to an album. | |
| agree | Indicates that the actor agrees with the object. For example a person agreeing with an argument or expressing agreement with a particular issue. | |
| append | Indicates that the actor has appended the object to the target. For instance a person appending a new record to a database. | |
| approve | Indicates that the actor has approved the object. For instance a manager might approve a travel request. | |
| archive | Indicates that the actor has archived the object. |
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| # this tutorial assumes conda and git are both installed on your computer | |
| conda create -n tg python=3.10.9 | |
| conda activate tg | |
| pip3 install torch torchvision torchaudio --index-url https://download.pytorch.org/whl/cu117 | |
| git clone https://github.com/oobabooga/text-generation-webui.git | |
| cd text-generation-webui | |
| pip install -r requirements.txt | |
| # GPU only: |
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| # Make sure you have Anaconda installed | |
| # This tutorial assumes you have an Nvidia GPU, but you can find the non-GPU version on the Textgen WebUI github | |
| # More information found here: https://github.com/oobabooga/text-generation-webui | |
| conda create -n textgen python=3.10.9 | |
| conda activate textgen | |
| pip3 install torch torchvision torchaudio --index-url https://download.pytorch.org/whl/cu117 | |
| git clone https://github.com/oobabooga/text-generation-webui | |
| cd text-generation-webui | |
| python -m pip install -r requirements.txt |
Given the mathematical concepts of Polynomial Ring and Ideal Lattice, we can implement them in JavaScript.
- Polynomial Ring: A polynomial ring is a set of polynomials in one or more indeterminates with coefficients in another ring,
- often a field. The polynomial ring,
$$( K[X] )$$ , in ( X ) over a field ( K ) can be defined as the set of expressions, - called polynomials in ( X ), of the form:
$$[ p = p_m X^m + p_{m-1} X^{m-1} + ... + p_1 X + p_0 ]$$
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| // | |
| // RecordAudio.swift | |
| // | |
| // This is a Swift class (updated for Swift 5) | |
| // that uses the iOS RemoteIO Audio Unit | |
| // to record audio input samples, | |
| // (should be instantiated as a singleton object.) | |
| // | |
| // Created by Ronald Nicholson on 10/21/16. | |
| // Copyright © 2017,2019 HotPaw Productions. All rights reserved. |