[2]

The shape of the emerging condensate in effective models of condensation
with P. Mörters and S. Dereich 
[1]

Ensembles of SelfAvoiding polygons
with L. Taggi 
[25]

The number of cycles in random permutations without long cycles is asymptotically Gaussian
with H. Schäfer
ALEA
14,
427444 (2017).


[24]

Stable states of perturbed Markov chains
with S. Le Roux
41st International Symposium on Mathematical Foundations of Computer Science (MFCS 2016)
58,
18:118:14 (2016).


[23]

Multiscale metastable dynamics and the asymptotic
stationary distribution of perturbed Markov chains
with S. Le Roux
Stoch. Proc. Appl.
126,
34993526 (2016).


[22] 
Wave packet dynamics in
the optimal superadiabatic approximation with B. Goddardand U. Manthe Journal of Chemical Physics
144(22) , 224109 (2016).


[21] 
Random permutations of a regular lattice Journal of statistical physics
155, 12221248 (2014).


[20] 
Nonadiabatic transitions through tilted
avoided crossings with B. Goddard. SIAM Journal of Scientific computing
33, 22472267 (2011).


[19] 
A
chain of interacting particles under strain, with M. Allman and M. Hairer, Stoch. Proc. Appl. 121, 20142042
(2011).


[18] 
Spatial random permutations and
PoissonDirichlet law of cycle lengths, with
Daniel Ueltschi.
Electronic Journal of Probability
16, 41 (2011).


[17] 
Oscillatory
Sums, with V. Gelfreich
and F. Theil. The
mathematical Intelligencer,
DOI 10.1007/ s0028301192245 (2011) 

[16]  Effective density of
states for a quantum oscillator coupled to a
photon field, with D. Castrigiano. Commun.
Math. Phys. 301, 811839
(2011).


[15] 
Random permutations
with cycle weights, with I. Velenik and D. Ueltschi. Ann.
Appl. Probab. 21, 312331 (2011)


[14] 
Critical temperature
of dilute Bose gases, with D. Ueltschi. Phys. Rev. A 81, 023611 (2010) pdf file 

[13] 
Spatial random
permutations with small cycle weights, with D. Ueltschi. Probab.
Th. Rel. Fields 149, 191222
(2011).


[12] 
Accurate prediciton
of nonadiabatic transitions through avoided
crossings, with B. Goddard. Phys. Rev. Lett. 103, 213001 (2009). pdf file 

[11] 
Superadiabatic
transition histories in quantum dynamics, with B. Goddard and S. Teufel. Proc. R. Soc. A 465, 35533580 (2009). pdf file 

[10] 
Breaking the chain, with M. Allman. Stochastic Processes and Applications 119, 26452569 (2009). pdf file 

[9] 
Emergence of
exponentially small reflected waves, with A. Joye and S. Teufel. Asymptotic Analysis 64, 53100 (2009). pdf file 

[8] 
Spatial random
permutations and infinite cycles, with D. Ueltschi. Commun. Math. Phys. 285, 469501 (2009) pdf file 

[7] 
Gibbs measures with
double stochastic integrals on a path space, with F. Hiroshima. Inf. Dim. Analysis and Quantum Probability 12, 135152 (2009). pdf file 

[6] 
Precise coupling
terms in adiabatic quantum evolution: the
generic case, with S. Teufel. Commun. Math. Phys. 260, 481509 (2005). pdf file 

[5] 
Precise coupling
terms in adiabatic quantum evolution, with S. Teufel. Annales Henri Poincare 6, 217246 (2005). pdf file 

[4] 
A central limit
theorem for Gibbs measures relative to Brownian
motion, with H. Spohn. Probability Theory and Related Fields 131, 459  478 (2005) pdf file 

[3] 
Uniqueness of Gibbs
measures relative to Brownian motion, with J. Lörinczi. Ann Inst H Poincaré PR 39, 877889 (2003). pdf file 

[2] 
Existence of Gibbs
measures relative to Brownian motion, Markov Processes and Related Fields 9, 85102 (2003). pdf file 

[1] 
Ground state
properties of the Nelson Hamiltonian – a Gibbs
measure based approach, with F. Hiroshima, J. Lörinczi, R. A. Minlos and H. Spohn. Rev. Math. Phys. 14 173 198 (2002). pdf file 
[P7]  The critical
temperature of dilute Bose gases: A tentative exact approach using spatial permutations, with D. Ueltschi to appear in Oberwolfach Reports (2010) pdf file 

[P6]  Radiationless
transitions through avoided crossings Proceedings of the ICMP, Prague 2009. . pdf file 

[P5]  Spatial random
permutations with cycle weights Oberwolfach reports Vol 5, Issue 4 (2008). pdf file 

[P4]  Rigorous exponential
asymptotics for singluarly perturbed
differential equations. Proceedings of the 2007 EQUADIFF conference. pdf file 

[P3]  LandauZener formulae
from adiabatic transition histories, with S. Teufel. In Mathematical Physics
of Quantum Mechanics, Lecture
Notes in Physics
690, p. 1932, Springer (2006). pdf file 

[P2]  Gibbs measures on
Brownian paths: Theory and Applications, with J. Lörinczi and H. Spohn. in Interacting Stochastic Systems, Eds. JD. Deuschel, A. Greven, p. 75102, Springer (2005). pdf file 

[P1]  Gibbs measures
relative to Brownian motion and Nelson’s model,
PhD thesis at the TU Munich, April 2002. pdf file 