Some recent preprints (in pdf
format):
• T. Kulczycki “Gradient estimates of q-harmonic functions of fractional
Schrödinger operator” Potential Analysis, published online
November 9, 2012, doi:10.1007/s11118-012-9322-9.
• K. Burdzy, T. Kulczycki “Invisibility via
reflecting coating” Journal London Math. Soc. (to appear).
• T. Kulczycki, M. Kwaśnicki ”On high spots of
the fundamental sloshing eigenfunctions in axially
symmetric domains” Proc. London. Math. Soc. 105 (2012), 921-952.
• K. Burdzy, T. Kulczycki, R.
Schilling ”Stationary distributions for jump processes
with inert drift” Festschrift
in Honor of David Nualart, Proceedings in Mathematics
Series, Springer. (to appear).
• K. Burdzy, T. Kulczycki, R.
Schilling "Stationary distributions for jump
processes with memory" Ann.
Inst. Henri Poincaré Probab.
Stat. 48 (2012), 609–630.
• T. Kulczycki, N. Kuznetsov ”On the ‘high spots’ of
fundamental sloshing modes in a trough”
Proc. Roy. Soc. London Ser. A 467 (2011), 1491-1502.
• R. Bañuelos, T. Kulczycki, I.
Polterovich, B. Siudeja ”Eigenvalue
inequalities for mixed Steklov problems” Operator Theory and Its Applications: In
Memory of V. B. Lidskii (1924-2008), Advances in the
Mathematical Sciences, AMS Translations 231, (2010), pp. 19-34.
• T. Kulczycki, M. Kwaśnicki, J. Małecki, A. Stós ”Spectral
properties of the Cauchy process on half-line and interval” Proc. London. Math. Soc. 101 (2010), 589-622.
• K. Kaleta, T. Kulczycki ”Intrinsic
ultracontractivity for Schrödinger operators based on
fractional Laplacians” Potential
Analysis 33 (2010), 313-339.
• R. Bañuelos, T. Kulczycki, B.
Siudeja ”On the traces of
symmetric stable processes on Lipschitz domains” J.
Funct. Anal. 257 (2009), 3329--3352.
• T. Kulczycki,
• R. Bañuelos, T. Kulczycki, B.
Siudeja „Neumann Bessel heat kernel monotonicity" Potential
Anal. 30 (2009), no. 1, 65-83.
• R. Bañuelos, T. Kulczycki „Trace
Estimates for Stable Processes" Probab. Theory Relat. Fields 142 (2008),
313-338.
• K. Bogdan, T. Kulczycki, M. Kwaśnicki „Estimates and structure of α-harmonic functions” Probab. Theory Relat. Fields 140 (2008),
345-381.