[5]

Phase transition for loop representations of Quantum spin systems on trees
with J. Ehlert and B. Lees 
[4]

Nonadiabatic transitions in multiple dimensions
with B. Goddard and T. Hurst 
[3]

Interacting selfavoiding polygons
with H. Schäfer and L. Taggi 
[2]

Random permutations without macroscopic cycles
with H. Schäfer and D. Zeindler 
[1]

Scaling limit of a selfavoiding walk interacting with spatial random permutations
with L. Taggi 
[26]

The shape of the emerging condensate in effective models of condensation
with P. Mörters and S. Dereich
Annales Henri Poincare
June 2018, Volume 19, Issue 6, pp 1869–1889
19,
18691889 (2018).


[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 