Artykuły naukowe
- K. Kaleta, M. Kwaśnicki, Boundary Harnack Inequality for α-harmonic functions on the Sierpiński triangle, Probability and Mathematical Statistics 30 (2), 2010, 353-368 [online]
- K. Kaleta, T. Kulczycki, Intrinsic ultracontractivity for Schrödinger operators based on fractional Laplacians, Potential Analysis 33 (4), 2010, 313-339 [online]
- K. Kaleta, Spectral gap lower bound for the one-dimensional fractional Schrödinger operator in the interval, przyjęta w Studia Mathematica, 2012 [arXiv]
- K. Kaleta, J. Lorinczi, Fractional P(\phi)_1 - processes and Gibbs measures, preprint, 2011 [arXiv]
- K. Kaleta, M. Kwaśnicki, J. Małecki, One-dimensional quasi-relativistic particle in the box, preprint, 2011 [arXiv]
Konferencje/referaty/prezentacje:
- Workshop on Jump Processes (Technische Uniwersität Dresden, 2009), referat: Boundary Harnack Inequality for α-harmonic functions on the Sierpiński triangle [pdf file]
- Workshop "Schrödinger operators and stochastic processes" (Instytut Matematyczny PAN we Wrocławiu, 2009), referat: Intrinsic ultracontractivity for Schrödinger operators based on fractional Laplacian [pdf file]
Praca magisterska
- K. Kaleta, Teoria potencjału α-stabilnego ruchu Levy'ego na fraktalach, Politechnika Wrocławska, 2008 [pdf file]