C. Ararat, A. Hamel, B. Rudloff (2013):
Set-Valued Shortfall and Divergence Risk Measures.
A. Löhne, B. Rudloff, F. Ulus (2013):
An approximation algorithm for convex vector optimization problems.
Z. Feinstein, B. Rudloff (2013):
A comparison of techniques for dynamic risk measures with transaction costs.
[Preprint] at arXiv.
Submitted for publication.
A. Hamel, A. Löhne, B. Rudloff (2013):
A Benson type algorithm for linear vector optimization and applications.
[Preprint] at arXiv.
Submitted for publication.
Z. Feinstein, B. Rudloff (2013):
Multi-portfolio time consistency for set-valued convex and coherent risk measures.
[Preprint] at arXiv.
Submitted for publication.
A. Löhne, B. Rudloff (2013):
An algorithm for calculating the set of superhedging portfolios and strategies in markets with transaction costs.
[Preprint] at arXiv.
Submitted for publication.
A MatLab implementation of
Benson's algorithm (by A. Löhne) used to solve the linear vector optimization problems arising in the above paper can be downloaded here
[Benson]
B. Rudloff, A. Street, D. Valladao (2013):
Time consistency and risk averse dynamic decision models: Definition, interpretation and practical consequences.
[Preprint] at optimization online.
Submitted for publication.
A. Hamel, B. Rudloff, M. Yankova (2013):
Set-valued average value at risk and its computation.
Mathematics and Financial Economics 7 (2), 229-246.
[pdf] at arXiv.
Z. Feinstein, B. Rudloff (2013):
Time consistency of dynamic risk measures in markets with transaction costs.
Forthcoming in Quantitative Finance. [Preprint] at arXiv.
A. Hamel, F. Heyde, B. Rudloff (2011):
Set-valued risk measures for conical market models.
Mathematics and Financial Economics 5 (1), 1 - 28.
[pdf] at arXiv.
B. Rudloff, I. Karatzas (2010):
Testing Composite Hypotheses via Convex Duality.
Bernoulli 16 (4), 1224 – 1239.
[pdf]
B. Rudloff (2009):
Coherent Hedging in Incomplete Markets.
Quantitative Finance 9 (2), 197 - 206. [pdf]
B. Rudloff, J. Sass, R. Wunderlich (2008):
Entropic Risk Constraints for Utility Maximization.
[pdf]
In: Chr. Tammer, F. Heyde (eds.):
Festschrift in Celebration of Prof. Dr. Wilfried Grecksch's 60th Birthday.
Shaker Verlag, Aachen, 149 - 180.
A. Hamel, B. Rudloff (2008):
Continuity and Finite-Valuedness of Set-Valued Risk Measures.
[pdf]
In: Chr. Tammer, F. Heyde (eds.):
Festschrift in Celebration of Prof. Dr. Wilfried Grecksch's 60th Birthday. Shaker Verlag, Aachen, 49 - 64.
B. Rudloff (2007):
Convex Hedging in Incomplete Markets.
Applied Mathematical Finance 14 (5), 437 - 452.
[pdf]
Hedging in Incomplete Markets and Testing Compound Hypotheses via Convex Duality.
PhD Thesis, Martin-Luther-University Halle-Wittenberg, 2006. [pdf]
Advisor:
Prof. W. Grecksch.
B. Rudloff (2005):
A Generalized Neyman-Pearson Lemma for Hedge Problems in Incomplete Markets.
Proceedings of the Workshop Stochastische Analysis, 241 - 250.
B. Rudloff (2005): Hedging with Convex Risk Measures.
In: N. Kolev, P. Morettin (eds.): Proceedings of the
Second Brazilian Conference on Statistical Modelling in
Insurance and Finance, ISBN 85-88697-07-6.
Valuation of Default Correlations and Application to
Pricing synthetic CDO's. Master Thesis (Diplomarbeit), Martin-Luther-University Halle-Wittenberg, 2002.
[in german: Ein Modell zur Berechnung von Ausfallkorrelationen
und dessen Anwendung auf die Bewertung synthetischer CDOs
[pdf]]
Advisor:
Prof. W. Grecksch.