MoneyScience News |
- Blog Post: TheFinancialServicesClub: Things you need to know before you launch a Digital Bank
- Vendor News: David Polen Promoted to Global Head of Electronic Execution at Fidessa
- Vendor News: Make-Up Tips, Offers on-the-go for Maybelline Customers with a New Mobile Solution from Infosys
- Blog Post: TheAlephBlog: A Few Notes on Bonds
- Published / Preprint: From Black-Scholes to Online Learning: Dynamic Hedging under Adversarial Environments. (arXiv:1406.6084v1 [cs.DS])
- Published / Preprint: Semiclassical approximation in stochastic optimal control I. Portfolio construction problem. (arXiv:1406.6090v1 [q-fin.CP])
- Published / Preprint: How to hedge extrapolated yield curves. (arXiv:1406.6142v1 [q-fin.PR])
- Published / Preprint: Optimal investment with time-varying stochastic endowments. (arXiv:1406.6245v1 [q-fin.PM])
- Research Library: Modelling the short term herding behaviour of stock markets
Blog Post: TheFinancialServicesClub: Things you need to know before you launch a Digital Bank Posted: 25 Jun 2014 03:08 AM PDT |
Vendor News: David Polen Promoted to Global Head of Electronic Execution at Fidessa Posted: 25 Jun 2014 02:18 AM PDT |
Posted: 25 Jun 2014 12:57 AM PDT |
Blog Post: TheAlephBlog: A Few Notes on Bonds Posted: 25 Jun 2014 12:13 AM PDT |
Posted: 24 Jun 2014 05:38 PM PDT We consider a non-stochastic online learning approach to price financial options by modeling the market dynamic as a repeated game between the nature (adversary) and the investor. We demonstrate that such framework yields analogous structure as the Black-Scholes model, the widely popular option pricing model in stochastic finance, for both European and American options with convex payoffs. In the... Visit MoneyScience for the Complete Article. |
Posted: 24 Jun 2014 05:38 PM PDT This is the first in a series of papers in which we study an efficient approximation scheme for solving the Hamilton-Jacobi-Bellman equation for multi-dimensional problems in stochastic control theory. The method is a combination of a WKB style asymptotic expansion of the value function, which reduces the second order HJB partial differential equation to a hierarchy of first order PDEs, followed... Visit MoneyScience for the Complete Article. |
Published / Preprint: How to hedge extrapolated yield curves. (arXiv:1406.6142v1 [q-fin.PR]) Posted: 24 Jun 2014 05:38 PM PDT We present a framework on how to hedge the interest rate sensitivity of liabilities discounted by an extrapolated yield curve. The framework is based on functional analysis in that we consider the extrapolated yield curve as a functional of an observed yield curve and use its G\^ateaux variation to understand the sensitivity to any possible yield curve shift. We apply the framework to analyse... Visit MoneyScience for the Complete Article. |
Posted: 24 Jun 2014 05:38 PM PDT This paper considers a utility maximization and optimal asset allocation problem in the presence of a stochastic endowment that cannot be fully hedged through trading in the financial market. We rely on the dynamic programming approach to solve the optimization problem. The properties of the value function, particularly the homogeneity, are used to reduce the HJB equation by one dimension.... Visit MoneyScience for the Complete Article. |
Research Library: Modelling the short term herding behaviour of stock markets Posted: 09 Jun 2014 04:08 AM PDT Yoash Shapira, Yonatan Berman and Eshel Ben-Jacob Abstract Modelling the behaviour of stock markets has been of major interest in the past century. The market can be treated as a network of many investors reacting in accordance to their group behaviour, as manifested by the index and effected by the flow of external information into the system. Here we devise a model that ... Visit MoneyScience for the Complete Article. |
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