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<?xml-stylesheet type="text/xsl" href="http://niufood.niu.edu.tw/inc/mathml/pmathml.xsl"?>
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<meta http-equiv="Content-Type" content="text/html; charset=utf-8" /><link href="/css/mathml.css" rel="stylesheet" type="text/css" />
<title>宜蘭大學食品科學系</title></head>
<body id="page_math"><div id="math_container"><div id="math_container2">
	<h1><span>宜蘭大學食品科學系</span></h1>	<div id="math_content"><div id="math_content2">		<h2><span>MathML Page</span></h2>		
		<h3><span>Introduction</span></h3>	<p>睿綸 RulingSite-S 網站支援 <a href="http://www.w3.org/Math/" target="_blank">W3C MathML</a> 標準。</p>
	
	<p>未內建 MathML 顯示的瀏覽器如 IE，只要安裝 <a href="http://www.dessci.com/en/products/mathplayer/download.htm" target="_blank">MathPlayer </a>(免費下載)，即可提供數學式顯示。</p>
	
	<p>內建 MathML 的瀏覽器如 <a href="http://moztw.org/" target="_blank">FireFox</a> / Mozilla / Netscape ，不需外掛程式即可直接瀏覽。</p>
	
	<p>輸入格式只要 ASCII 或 LaTex-style 即可，睿綸 RulingSite-S 網站程式提供自動轉換機制。</p>

		
	<form id="math_demo" method="post" action="math.php" >	
	 <p><label for="formula">請試試 : </label><input name="formula" type="text" id="formula" value="int_-1^1 sqrt(1-x^2)dx = pi/2" size="60"  /> 
	<input type="submit" name="Submit" value="Submit" />  </p>
	</form>
	
		
		<h3><span>範例</span></h3>		
		<p>1. f(x)=sum_(n=0)^oo(f^((n))(a))/(n!)(x-a)^n 顯示
		 <math xmlns="http://www.w3.org/1998/Math/MathML">
	<mstyle displaystyle="true">
		<mi>f</mi>
		<mrow>
			<mo>(</mo>
			<mi>x</mi>
			<mo>)</mo>
		</mrow>
		<mo>=</mo>
		<mrow>
			<munderover>
				<mo>&#8721;</mo>
				<mrow>
					<mi>n</mi>
					<mo>=</mo>
					<mn>0</mn>
				</mrow>
				<mo>&#8734;</mo>
			</munderover>
		</mrow>
		<mfrac>
			<mrow>
				<msup>
					<mi>f</mi>
					<mrow>
						<mrow>
							<mo>(</mo>
							<mi>n</mi>
							<mo>)</mo>
						</mrow>
					</mrow>
				</msup>
				<mrow>
					<mo>(</mo>
					<mi>a</mi>
					<mo>)</mo>
				</mrow>
			</mrow>
			<mrow>
				<mi>n</mi>
				<mo>!</mo>
			</mrow>
		</mfrac>
		<msup>
			<mrow>
				<mo>(</mo>
				<mi>x</mi>
				<mo>-</mo>
				<mi>a</mi>
				<mo>)</mo>
			</mrow>
			<mi>n</mi>
		</msup>
	</mstyle>
</math> 		</p>
		
		<p>2. [[a,b],[c,d]]((n),(k)) 顯示
		 <math xmlns="http://www.w3.org/1998/Math/MathML">
	<mstyle displaystyle="true">
		<mrow>
			<mo>[</mo>
			<mtable>
				<mtr>
					<mtd>
						<mi>a</mi>
					</mtd>
					<mtd>
						<mi>b</mi>
					</mtd>
				</mtr>
				<mtr>
					<mtd>
						<mi>c</mi>
					</mtd>
					<mtd>
						<mi>d</mi>
					</mtd>
				</mtr>
			</mtable>
			<mo>]</mo>
		</mrow>
		<mrow>
			<mo>(</mo>
			<mtable>
				<mtr>
					<mtd>
						<mi>n</mi>
					</mtd>
				</mtr>
				<mtr>
					<mtd>
						<mi>k</mi>
					</mtd>
				</mtr>
			</mtable>
			<mo>)</mo>
		</mrow>
	</mstyle>
</math> 		</p>
		
		<p>3. x^2+y_1+z_12^34 顯示
		 <math xmlns="http://www.w3.org/1998/Math/MathML">
	<mstyle displaystyle="true">
		<msup>
			<mi>x</mi>
			<mn>2</mn>
		</msup>
		<mo>+</mo>
		<msub>
			<mi>y</mi>
			<mn>1</mn>
		</msub>
		<mo>+</mo>
		<mrow>
			<msubsup>
				<mi>z</mi>
				<mn>12</mn>
				<mn>34</mn>
			</msubsup>
		</mrow>
	</mstyle>
</math> 		</p>

		<p>4. hat(ab) bar(xy) ulA vec v dotx ddot y 顯示
		 <math xmlns="http://www.w3.org/1998/Math/MathML">
	<mstyle displaystyle="true">
		<mover>
			<mrow>
				<mi>a</mi>
				<mi>b</mi>
			</mrow>
			<mo>&#94;</mo>
		</mover>
		<mover>
			<mrow>
				<mi>x</mi>
				<mi>y</mi>
			</mrow>
			<mo>&#175;</mo>
		</mover>
		<munder>
			<mi>A</mi>
			<mo>&#818;</mo>
		</munder>
		<mover>
			<mi>v</mi>
			<mo>&#8594;</mo>
		</mover>
		<mover>
			<mi>x</mi>
			<mo>.</mo>
		</mover>
		<mover>
			<mi>y</mi>
			<mo>..</mo>
		</mover>
	</mstyle>
</math> 		</p>		
		
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