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20012026
most citedVariance-optimal hedging for processes with stationary independent increments

93 citations · 124 across the 16 of their papers we have counts for

collaborators

16 papers

q-fin.ST2026

How the interpolation of life tables affects the decomposition of life insurance surplus

Mintodê Nicodème Atchadé, Marcus C. Christiansen, Friedrich Hubalek +1

The surplus of a life insurance policy depends on both systematic changes in mortality risk and financial changes. We propose to decompose the surplus by the axiomatically justifie…

math.CA2025

On the supremum of a quotient of power sums

Stefan Gerhold, Friedrich Hubalek

We define a function of two real vectors by a certain homogeneous quotient involving power sums, and show that its supremum grows asymptotically linearly w.r.t. the dimension. From…

math.PR2025

Unparalleled instances of prolifickness, random walks, and square root boundaries

Stefan Gerhold, Friedrich Hubalek

We revisit the problem of influencing the sex ratio of a population by subjecting reproduction of each family to some stopping rule. As an easy consequence of the strong law of lar…

math.PR2020

Convergence of Optimal Expected Utility for a Sequence of Binomial Models

Friedrich Hubalek, Walter Schachermayer

We analyze the convergence of expected utility under the approximation of the Black-Scholes model by binomial models. In a recent paper by D. Kreps and W. Schachermayer a surprisin…

math.PR2020

On binomial order avalanches

Friedrich Hubalek, Dragana Radojicic

This paper introduces a discrete limit order book model where new orders are placed with a fixed displacement from the mid-price. Further, the trade event occurs whenever the mid-p…

math.PR2020

The running maximum of the Cox-Ingersoll-Ross process with some properties of the Kummer function

Stefan Gerhold, Friedrich Hubalek, Richard B. Paris

We derive tail asymptotics for the running maximum of the Cox-Ingersoll-Ross process. The main result is proved by the saddle point method, where the tail estimate uses a new monot…