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Am 13.04.2012 um 00:08 schrieb Till Oliver Knoll <till.oliver.kn...@gmail.com>:

> 
> 
> Am 12.04.2012 um 22:54 schrieb Paul Floyd <pa...@free.fr>:
> 
>> 
>> On 12 Apr 2012, at 22:46, Till Oliver Knoll wrote:
>> 
>>> The truth is: the financial industry is dead simple compared to software
>>> engineering: throw a little bit of primary school math like addition and
>>> multiplication into the game, and you know how Interest Rate Swaps etc.
>>> work. Add a little bit of statistics (being able to compute the average
>>> already helps a lot) and you become an economist, and if you know about
>>> standard deviation, heck, you're champ!
>> 
>> That's rather an exaggeration. The Black-Scholes equation is a PDE, which is 
>> a bit beyond the ken of most primary schoolchildren.
> 
> Okay, now take all this, for instance:
> 
>  http://en.m.wikipedia.org/wiki/Black–Scholes
> 
> and add to it all it takes to implement it in software: numerical stability, 
> algorithmic, design patterns, not to mention the knowledge of any suitable 
> programming language, tools, the understanding of a computer architecture 
> (caching, suitable data structures to minimise cache misses...)
> 
> Then we get into the area of what it takes to develop software ;)
> 
> 
> Off course I must admit that I never implemented stuff like this myself 
> (however I did come across topics such as Monte Carlo integration in topics 
> such as Radiosity calculation in computer graphics, Delaunay triangulation, 
> ...) However I had the "joy" to solve PDEs during my studies (at least I 
> think I did ;)).
> 
> 
> 
> Anyway, we agree that when targeting an audience in either topic you wouldn't 
> want to describe what an option in the financial market is, nor what a 
> compiler does in general when describing its switches or whatever.
> 
> Cheers, Oliver
> 
> 
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