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Black and Scholes Options Evaluation

An SI Board Since November 1996

Posts	SubjectMarks	Bans
44	1	0

Emcee: Uri Miller	Type: Unmoderated

Introduction Compact

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Reply	Message Preview	From	Recs	Posted
19	What is the formula for the cumulative standard normal distribution? Or the N i	Uri Miller	-	12/18/1996
18	Actually, I'm doing a report. How does one do the formula backwards? Is the	Uri Miller	-	12/11/1996
17	Thats what computers are for. Let them add the numbers and divide for you! Wh	John Kinder	-	12/11/1996
16	How does one avoid the adding up and dividing of all 250 stock prices per year	Uri Miller	-	12/10/1996
15	Uri - Unfortuanately the example you referred to has an error in it >I don&	John Kinder	-	12/10/1996
14	Here is the site. I don't understand how they got the number which are list	Uri Miller	-	12/10/1996
13	I got five statistic books and have about five or six other investment books to	Uri Miller	-	12/10/1996
12	Variance and StdDev are the most fundamental parameters in statistics. Concepts	Max G. Blaise Jr.	-	12/9/1996
11	What is variance? How is it used in the standard deviation formula? How is the	Uri Miller	-	12/9/1996
10	Please describe specifically what info you want and how you intend to use it.	Max G. Blaise Jr.	-	12/9/1996
9	I understand the bulk of the formula, and I also understand the bulk of Standar	Uri Miller	-	12/9/1996
8	dear uri miller, if You still have to "digest" standard deviation an	mister skew	-	12/9/1996
7	As was mentioned earlier, standard deviation is a mathematical / statistical va	John Kinder	-	12/8/1996
6	What Standard Deviation is and how to dervie it and also the cumulative price o	Uri Miller	-	12/8/1996
5	The explination given by Richard was about as good as it gets. As trivia, I r	John Kinder	-	12/6/1996
4	Anybody else have any info on the Black and Scholes model?	Uri Miller	-	12/5/1996
3	Uri, Sigma (represented as a Greek letter which I can't type in) is standar	Richard Loo	-	11/22/1996
2	Can you please explain what the Sigma is and also what the Natural Logorithim i	Uri Miller	-	11/19/1996
1	Uri, I don't know how simple my explanation can be because the concept is r	Richard Loo	-	11/16/1996

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