
Dr. John G. M.
Schoenmakers,
Depute head FG 6,
Weierstrass Institute for
Applied Analysis and Stochastics,
Mohrenstrasse 39
D-10117 Berlin
(+49)(0)30 20372 565 (Office telephone)
(+49)(0)30 204 4975 (Office fax)
schoenma@wias-berlin.de
Current
research projects
High-dimensional
control problems in finance
Analysis of advanced financal models
LIBOR modelling
and derivative
pricing
Pricing of
callable exotic products
General term
structure
modelling
Credit Risk+
DFG-Research center Matheon "Mathematics
for Key Technologies"
Teaching
HU
Berlin, WS2006-2007, Stochastische Finanzmathematik I+II

Some typos and corrections (pdf)
Representations for optimal stopping under dynamic monetary utility functionals (pdf)
The Real Multiple Dual (pdf)
Regression methods for stochastic control problems and their convergence analysis (pdf)
(SIAM J. Control Opt. to appear)
Regression methods for stochastic control problems (pdf)
(also available at SSRN)
Pricing CMS spreads in the Libor market model (pdf)
(Int. J. of Th. Appl. Fin. to appear)
Holomorphic transforms with application to affine
processes (pdf)
(Journal of Functional Analysis, 2009)
Multiple stochastic volatility extension of the
Libor market model and
its implementation (pdf)
(Monte Carlo Methods and Appl. to appear)
Sensitivities
for Bermudan options
by regression methods (pdf)
Monte
Carlo Greeks for financial
products via approximative transition densities
(pdf) (SIAM J.
Sci. Comp. 2008)
True upper bounds for Bermudan products via non-nested Monte Carlo
(pdf) (Mathematical Finance, 2009)
(pdf) (Stoch. Proc. and
their Appl. 2007)
A jump-diffusion Libor model
and its
robust calibration
(pdf) (Quantitative Finance, to appear)
Enhanced policy iteration for
American options via scenario selection
(pdf) (Quantitative Finance, 2008)
Iterating
cancelable snowballs and related exotics in a many-factor
Libor model
Revised version of WIAS Preprint 1061: (pdf), (ps)
(RISK Sept. 2006,
An iterative
algorithm for
multiple stopping: convergence and
stability
Revised version of WIAS Preprint 991:
(pdf)
(Adv. in Appl. Prob. 2006)
Addendum to
‘’An
iterative algorithm for multiple
stopping: convergence
and stability’’
(pdf)
Iterative Construction of the
Optimal Bermudan Stopping Time
Revised version of WIAS Preprint 926: (pdf),
(ps)
(Fin. and Stoch. 2006)
Policy iteration for american
options: overview
(pdf)
(
An Efficient Dual Monte Carlo
Upper
Bound for Bermudan Style Derivatives
Revised version of WIAS Preprint 877: (pdf),
(ps) (
New
Revised version of WIAS Preprint 850: (pdf), (ps) (Int.
J. of Th.
Appl. Fin. 2004)
Numerically stable computation
of
CreditRisk+
Revised version of WIAS Preprint 846: :
(pdf)
(J. of Risk 2004)
Calibration of LIBOR models to
caps
and swaptions: a way around intrinsic instabilities via parsimonious
structures
and a collateral market criterion
Revised version of WIAS Preprint 740: (pdf), (ps)
Work presented at Risk Europe 2002, Paris 23
& 24 April 2002 .
Transition
density estimation for stochastic differential equations via
forward-reverse representations
Revised version of WIAS
Preprint 680: (pdf)
(Bernoulli 2004)
From
structural assumptions to a link between assets and interest rates
Revised version of WIAS Preprint 652: (pdf)
(J. of Econ. Dyn. and Control 2007)
Systematic generation of
parametric
correlation structures for the LIBOR market model
Revised version of WIAS Preprint 611: (pdf), (ps)
(Int.
J. of Th. Appl. Fin. 2003)
Stable implied calibration of a
multi-factor LIBOR model via a semi-parametric correlation structure
Work presented at the math week
2000 in
Revised version of WIAS Preprint 507: (pdf) , (ps) (Stoch.
and Stoch. Rep.
2002)
Lognormal random field
approximations to LIBOR market models
Revised version of WIAS Preprint 481: (pdf) , (ps) (J.
Comp. Fin.
2002)
LIBOR rate models, related
derivatives and model calibration
Robust option replication of a
Black-Scholes model extended with nondeterministic trends
(pdf)
(J.. Appl. Math. Stoch. An. 1999)
Fast
Valuation of Financial Derivatives (pdf)
(J.
Comp.
Fin. 1997)
Two-particle models for the
estimation of the mean and standard deviation of
concentrations in coastal waters. (SERRA, 2007)
Probability density estimation in stochastic environmental models using
reverse representations. (SERRA, 2006)
Simulation of the transport of particles in coastal waters using
forward and
reverse time diffusion.
(Advances in Water Resources, 2005)
Variance reduction for
Estimation of risk in environmental systems (In: Measurement and
modelling in
environmental pollution I , 1997)
Last modified 15.09.2009