The analysis of dynamic economic models routinely leads to the mathematical problem of determining an unknown function for which no closed-form solution exists. Economists must then resort to methods of numerical approximation when analyzing such models. Among the computational methods that have...

The purpose of this paper is to examine the two-fund separation paradigm in the context of an infinite-horizon general equilibrium model with dynamically complete markets and heterogeneous consumers with time and state separable utility functions. With the exception of the dynamic structure, we...

We study the effects of carbon risk on equity prices in the US and Europe using disclosed carbon intensity data, and find a negative effect on the cross section of returns and a negative carbon premium. Examining fund flows, we find that institutional investors have an aversion to...

Replicating portfolios have recently emerged as an important tool in the life insurance industry, used for the valuation of companies' liabilities. This paper presents a replicating portfolio (RP) model for approximating life insurance liabilities as closely as possible. We minimize the L1 error...

It is widely assumed that the selection process in a blockchain is based on proportional winning probabilities. The reliability and security of any blockchain is based upon this assumption. However, making an analogy between the Bitcoin protocol and the classical statistical urn problem, we...

Preface -- Stream I: Continuous Optimization and Control -- Stream II: Discrete Optimization, Graphs and Networks -- Stream III: Decision Analysis, Decision Support -- Stream IV: Energy, Environment and Climate -- Stream V: Financial Modeling, Risk Management, Banking -- Stream VI: Game Theory,...

We present a new way to solve generalized Nash equilibrium problems. We assume the feasible set to be compact. Furthermore all functions are assumed to be polynomials. However we do not impose convexity on either the utility functions or the action sets. The key idea is to use Putinar’s...