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> <channel><title>Comments on: The Complete Guide To Option Pricing Formulas, and Derivatives, Models on Models (II)</title> <atom:link href="http://alephblog.com/2008/12/13/the-complete-guide-to-option-pricing-formulas-and-derivatives-models-on-models-ii/feed/" rel="self" type="application/rss+xml" /><link>http://alephblog.com/2008/12/13/the-complete-guide-to-option-pricing-formulas-and-derivatives-models-on-models-ii/</link> <description>Helping Institutions and Ordinary People Invest Better by Focusing on Risk Control</description> <lastBuildDate>Fri, 25 May 2012 21:31:47 +0000</lastBuildDate> <sy:updatePeriod>hourly</sy:updatePeriod> <sy:updateFrequency>1</sy:updateFrequency> <generator>http://wordpress.org/?v=3.3.1</generator> <item><title>By: Kurt Osis</title><link>http://alephblog.com/2008/12/13/the-complete-guide-to-option-pricing-formulas-and-derivatives-models-on-models-ii/comment-page-1/#comment-20397</link> <dc:creator>Kurt Osis</dc:creator> <pubDate>Sun, 14 Dec 2008 13:37:07 +0000</pubDate> <guid
isPermaLink="false">http://alephblog.com/?p=1248#comment-20397</guid> <description>I will concede the point, as I have not read these particular books.  I have generally stopped reading books on options pricing as they all seem to make the same mistakes. (I fear they&#039;ll contaminate my mind and I&#039;ll begin to believe its actually possible to forecast volatility).
I know many a financial engineer who will agree on principal that variance is infinite in the morning and then talk about &quot;ten sigma moves&quot; in interest rates in the afternoon.  They seem to fail to see inherent contradiction.
In reality if you hedge options with options (as I do),  there is no need to estimate volatility at all.</description> <content:encoded><![CDATA[<p>I will concede the point, as I have not read these particular books.  I have generally stopped reading books on options pricing as they all seem to make the same mistakes. (I fear they&#8217;ll contaminate my mind and I&#8217;ll begin to believe its actually possible to forecast volatility).</p><p>I know many a financial engineer who will agree on principal that variance is infinite in the morning and then talk about &#8220;ten sigma moves&#8221; in interest rates in the afternoon.  They seem to fail to see inherent contradiction.</p><p>In reality if you hedge options with options (as I do),  there is no need to estimate volatility at all.</p> ]]></content:encoded> </item> </channel> </rss>
