Is there a link between finance mathematics and number theory concepts?

AI Thread Summary
The discussion explores the potential connections between finance mathematics, particularly models like the Markov property and Brownian motion, and number theory concepts, such as Zeta functions. Participants mention the relationship between random matrix theory and the zeros of the Riemann zeta function as a notable example. A seminar was referenced that discusses these connections, with a paper available on arXiv for further reading. The inquiry seeks to understand specific examples of these mathematical intersections. Overall, the conversation highlights an interest in the interdisciplinary links between finance and number theory.
yaron123
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Hi,

I'm not sure to which forum my question related.

Is there a connection between models used in mathematics of finance (such as Markov property or Brownian motion) and topics related to number theory (like Zeta functions for example)?

Thanks
 
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What I know is that there are connections between random matrix theory and the zeros of functions related to the Riemann zeta function...
 
thanks,
Do you what kind of connection? any example?
 
Well, I recently attended a seminar talk about some sort of connection, the paper can be found at http://arxiv.org/abs/0902.1757" , there are probably references in it...
 
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