Domain > www.sharperat.io

More information on this domain is in AlienVault OTX

DNS Resolutions

Date	IP Address
2018-04-26	108.177.112.128 (ClassC)
2018-04-26	64.233.183.128 (ClassC)
2019-10-12	172.217.14.240 (ClassC)
2024-07-12	172.217.14.219 (ClassC)
2024-07-15	142.251.33.123 (ClassC)
2024-12-30	142.251.215.251 (ClassC)
2025-01-22	142.251.211.251 (ClassC)
2025-04-18	142.250.69.219 (ClassC)
2025-09-30	142.250.73.123 (ClassC)

HTTP/1.1 200 OKX-GUploader-UploadID: AEnB2UrKfWbSnDjGEgWHnqUDMKmHN93FcAmAVjFfnxQ94WoldimttxLyDEwx0woTCzWVzPBnAWGEt1Yiz6dAXh2HUH4y1RvqggExpires: Sat, 12 Oct 2019 03:27:04 GMTDate: Sat, 12 Oct 2019 03:2

!DOCTYPE html>html langen>	head>		meta charsetutf-8 />		meta nameviewport contentwidthdevice-width,initial-scale1>		title>Sharpe Ratio | The Sharpe Ratio/title>		link relshortcut icon typeimage/png hrefhttp://www.sharperat.io/favicon.png>		link relshortcut icon typeimage/x-icon hrefhttp://www.sharperat.io/favicon.ico>		link hrefhttp://www.sharperat.io/feeds/all.atom.xml typeapplication/atom+xml relalternate titleSharpe Ratio Full Atom Feed />		link relstylesheet hrefhttp://www.sharperat.io/theme/css/screen.css typetext/css />		link relstylesheet hrefhttp://www.sharperat.io/theme/css/pygments.css typetext/css />		link relstylesheet hrefhttp://www.sharperat.io/theme/css/print.css typetext/css mediaprint />		meta namegenerator contentPelican />		meta namedescription content />		meta nameauthor contentSteven E. Pav />	/head>	body>		header>			nav>				ul>					li classselected>a hrefhttp://www.sharperat.io/>Home/a>/li>					li>a hrefhttp://www.sharperat.io/pages/bibliography.html>Bibliography/a>/li>					li>a hrefhttp://www.sharperat.io/pages/code.html>Code/a>/li>					li>a hrefhttp://www.sharperat.io/blog.html>Blog/a>/li>				/ul>			/nav>			div classheader_box>				h1>a hrefhttp://www.sharperat.io/>Sharpe Ratio/a>/h1>			/div>		/header>		div idwrapper>			div idcontent>            div classpage>                h1>The Sharpe Ratio/h1>                p>The Sharpe Ratio is perhaps the most widely used statistic for summarizing the achieved(or backtested!) past performance of some asset--mutual fund, hedge fund, trading strategy, em>etc./em>Defined as the mean return divided by the standard deviation (or span classmath>(frac{mu}{sigma})/span>), theSharpe Ratio roughly measures the expected return per unit risk, with the idea that an investorwill tailor their investment to a maximum level of risk. Expressed in annual units (which is,per square root year), a value of 1 or so should be considered very good for a mutual fund,while a value of 2 would be astounding. These interpretations are my own, but the SharpeRatio can be used to b

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Domain > www.sharperat.io

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