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AsciiMath Hướng dẫn!
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<!DOCTYPE html> | |
<html> | |
<head> | |
<meta charset="utf-8"> | |
<meta name="viewport" content="width=device-width"> | |
<link rel="stylesheet" href="https://unpkg.com/purecss@0.6.2/build/pure-min.css" integrity="sha384-UQiGfs9ICog+LwheBSRCt1o5cbyKIHbwjWscjemyBMT9YCUMZffs6UqUTd0hObXD" crossorigin="anonymous"> | |
<link href="https://fonts.googleapis.com/css?family=Lemonada" rel="stylesheet"> | |
<script> | |
window.MathJax = { | |
AuthorInit: function() { | |
MathJax.Hub.Register.StartupHook('End', function() { | |
MathJax.Hub.processSectionDelay = 0 | |
var demoSource = document.getElementById('input') | |
var demoRendering = document.getElementById('result') | |
var math = MathJax.Hub.getAllJax('demoRendering')[0] | |
demoSource.addEventListener('input', function() { | |
MathJax.Hub.Queue(['Text', math, demoSource.value]) | |
}) | |
}) | |
} | |
} | |
</script> | |
<script type="text/javascript" async src="https://cdnjs.cloudflare.com/ajax/libs/mathjax/2.7.0/MathJax.js?config=TeX-MML-AM_CHTML"></script> | |
<style> | |
.l-box { | |
padding: 30px; | |
text-align: center; | |
} | |
body { | |
padding: 1em; | |
background: url(https://www.toptal.com/designers/subtlepatterns/patterns/wood_pattern.png) repeat; | |
font-family: 'Lemonada', cursive; | |
} | |
input { | |
width: 600px; | |
height: 16px; | |
padding: auto; | |
background: url(http://i.stack.imgur.com/ynxjD.png) repeat-y; | |
resize: none; | |
background-color: rgba(0, 0, 0, 0); | |
border-color: rgba(0, 0, 0, 0); | |
text-align: center; | |
overflow: auto; | |
border:groove; | |
vertical-align: middle; | |
} | |
</style> | |
<title>AsciiMath - Bùi Khương Duy (c) 2017 </title> | |
</head> | |
<body> | |
<div style="text-align: center"class=""> | |
<h2>Ngôn ngữ đánh dấu biểu thức toán học Ascii Math</h2> | |
<a href="http://asciimath.org" target="_blank">Trang chủ : http://asciimath.org</a> | |
</div> | |
<div class="pure-g"> | |
<div class="pure-u-1"> | |
<form class="pure-form l-box"> | |
<div style="text-align: center" id="result">`sum_(i=1)^n i^3=((n(n+1))/2)^2`</div> | |
</form> | |
</div> | |
<div class="pure-u-1"> | |
<form class="l-box"> | |
<i> Nhập biểu thức : </i> | |
<input value="sum_(i=1)^n i^3=((n(n+1))/2)^2" id="input" placeholder="Nhập nội dung muốn chuyển đổi tại đây"> | |
</form> | |
</div> | |
<div class="pure-g"> | |
<div class="pure-u-1"> | |
<table class="pure-table pure-table-bordered"> | |
<h3 style="text-align: center">Bảng hướng dẫn</h3> | |
<td colspan="4"> | |
Ký hiệu la mã: | |
alpha `alpha` | |
beta `beta` | |
chi `chi` | |
delta `delta` | |
Delta `Delta` | |
epsilon `epsilon` | |
varepsilon `varepsilon` | |
eta `eta` | |
gamma `gamma` | |
Gamma `Gamma` | |
iota `iota` | |
kappa `kappa` | |
lambda `lambda` | |
Lambda `Lambda` | |
mu `mu` | |
nu `nu` | |
omega `omega` | |
Omega `Omega` | |
phi `phi` | |
varphi `varphi` | |
Phi `Phi` | |
pi `pi` | |
Pi `Pi` | |
psi `psi` | |
Psi `Psi` | |
rho `rho` | |
sigma `sigma` | |
Sigma `Sigma` | |
tau `tau` | |
theta `theta` | |
vartheta `vartheta` | |
Theta `Theta` | |
upsilon `upsilon` | |
xi `xi` | |
Xi `Xi` | |
zeta `zeta` | |
</td> | |
<tr> | |
<th>Phép tính</th> | |
<th>Quan hệ</th> | |
<th>Tính toán</th> | |
<th>Ký hiệu</th> | |
</tr> | |
<tr valign="top"> | |
<td> | |
<table class=pure-table> | |
<tr> | |
<th>Nhập</th> | |
<th>Kết quả</th> | |
</tr> | |
<tr> | |
<td>+ </td> | |
<td>`+` </td> | |
</tr> | |
<tr> | |
<td>- </td> | |
<td>`-` </td> | |
</tr> | |
<tr> | |
<td>+- </td> | |
<td>`+-` </td> | |
</tr> | |
<tr> | |
<td>* </td> | |
<td>`*` </td> | |
</tr> | |
<tr> | |
<td>** </td> | |
<td>`**` </td> | |
</tr> | |
<tr> | |
<td>-: </td> | |
<td>`-:` </td> | |
</tr> | |
<tr> | |
<td>1/2 </td> | |
<td>`1/2` </td> | |
</tr> | |
<tr> | |
<td>1//2 </td> | |
<td>`1//2` </td> | |
</tr> | |
<tr> | |
<td>xx </td> | |
<td>`xx` </td> | |
</tr> | |
<tr> | |
<td>3^4 </td> | |
<td>`3^4` </td> | |
</tr> | |
<tr> | |
<td>f@g </td> | |
<td>`f@g` </td> | |
</tr> | |
<tr> | |
<td>sqrt(5) </td> | |
<td>`sqrt(5)` </td> | |
</tr> | |
<tr> | |
<td>root(3)(5) </td> | |
<td>`root(3)(5)` </td> | |
</tr> | |
<tr> | |
<td>sin^-1(x) </td> | |
<td>`sin^-1(x)` </td> | |
</tr> | |
</table> | |
</td> | |
<td> | |
<table class=pure-table> | |
<tr> | |
<th>Nhập</th> | |
<th>Kết quả</th> | |
</tr> | |
<tr> | |
<td>!= </td> | |
<td>`!=` </td> | |
</tr> | |
<tr> | |
<td>< or lt</td> | |
<td>`lt` </td> | |
</tr> | |
<tr> | |
<td>> or gt</td> | |
<td>`gt` </td> | |
</tr> | |
<tr> | |
<td><= or leq</td> | |
<td>`leq` </td> | |
</tr> | |
<tr> | |
<td>>= or geq</td> | |
<td>`geq` </td> | |
</tr> | |
<tr> | |
<td>in </td> | |
<td>`in` </td> | |
</tr> | |
<tr> | |
<td>-= </td> | |
<td>`-=` </td> | |
</tr> | |
<tr> | |
<td>~= </td> | |
<td>`~=` </td> | |
</tr> | |
<tr> | |
<td>~~ </td> | |
<td>`~~` </td> | |
</tr> | |
<tr> | |
<td>rarr </td> | |
<td>`rarr` </td> | |
</tr> | |
<tr> | |
<td>-> </td> | |
<td>`->` </td> | |
</tr> | |
<tr> | |
<td>=> </td> | |
<td>`=>` </td> | |
</tr> | |
<tr> | |
<td>iff </td> | |
<td>`iff` </td> | |
</tr> | |
</table> | |
</td> | |
<td> | |
<table class=pure-table> | |
<tr> | |
<th>Nhập</th> | |
<th>Kết quả</th> | |
</tr> | |
<tr> | |
<td>int </td> | |
<td>`int` </td> | |
</tr> | |
<tr> | |
<td>int_3^5</td> | |
<td>`int_3^5` </td> | |
</tr> | |
<tr> | |
<td>sum </td> | |
<td>`sum` </td> | |
</tr> | |
<tr> | |
<td>sum_(i=0)^oo </td> | |
<td>`sum_(i=0)^oo` </td> | |
</tr> | |
<tr> | |
<td>lim_(x->2^+) </td> | |
<td>`lim_(x->2^+)` </td> | |
</tr> | |
<tr> | |
<td>oint </td> | |
<td>`oint` </td> | |
</tr> | |
<tr> | |
<td>del </td> | |
<td>`del` </td> | |
</tr> | |
<tr> | |
<td>grad </td> | |
<td>`grad` </td> | |
</tr> | |
<tr> | |
<td>oo </td> | |
<td>`oo` </td> | |
</tr> | |
</table> | |
</td> | |
<td> | |
<table class=pure-table> | |
<tr> | |
<th>Type</th> | |
<th>See</th> | |
</tr> | |
<tr> | |
<td>4^@ </td> | |
<td>`4^@` </td> | |
</tr> | |
<tr> | |
<td>O/ </td> | |
<td>`O/` </td> | |
</tr> | |
<tr> | |
<td>/_ </td> | |
<td>`/_` </td> | |
</tr> | |
<tr> | |
<td>RR </td> | |
<td>`RR` </td> | |
</tr> | |
<tr> | |
<td>bb A </td> | |
<td>`bb A` </td> | |
</tr> | |
<tr> | |
<td>bbb A </td> | |
<td>`bbb A` </td> | |
</tr> | |
<tr> | |
<td>hat x </td> | |
<td>`hat x` </td> | |
</tr> | |
<tr> | |
<td>bar x </td> | |
<td>`bar x` </td> | |
</tr> | |
<tr> | |
<td>vec x </td> | |
<td>`vec x` </td> | |
</tr> | |
<tr> | |
<td>dot x </td> | |
<td>`dot x` </td> | |
</tr> | |
<tr> | |
<td>(: 4,2 :) </td> | |
<td>`(: 4,2 :)` </td> | |
</tr> | |
<tr> | |
<td>[(1,2),(3,4)] </td> | |
<td>`[(1,2),(3,4)]` </td> | |
</tr> | |
<tr> | |
<td>{(x,x lt 1),<br/>(2,x ge 1):}</td> | |
<td>`{(x,x lt 1),(2,x ge 1) :}` </td> | |
</tr> | |
</table> | |
</td> | |
</tr> | |
<tr> | |
</table> | |
</div> | |
</div> | |
</div> | |
</body> | |
</html> |
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