Wojciech Młotkowski

Pokój 10.2 (na samej górze)

telefon: 071-3757-092

W razie potrzeby proszę się ze mną kontaktować emailem: mlotkow{małpa}math.uni.wroc.pl



Mathematics Genealogy Project

PUBLIKACJE:

  • W. Młotkowski, Positive definite radial functions on free product of groups, Boll. Un. Mat. Ital. (7) 2-B (1988), 53-66.
  • W. Młotkowski, Positive definite functions on free product of groups, Boll. Un. Mat. Ital. (7) 3-B (1989), 343-355.
  • W. Młotkowski, Type-dependent positive definite functions on free products of groups, Colloquium Mathematicum, 64/1 (1993), 41--54.
  • W. Młotkowski, Positive and negative definite kernels on trees, in ``Harmonic Analysis and Discrete Potential Theory", edited by M.A.Picardello, 1992 Plenum Press, 107--110.
  • D. I. Cartwright, W. Młotkowski, Harmonic analysis for groups acting on triangle buildings, Journal of the Australian Mathematical Society (Series A) 56, 1994, 1--39.
  • D. I. Cartwright, W. Młotkowski, Tim Steger, Property (T) and ${\tilde A}_2$ groups, Annales de l'Institut Fourier, Grenoble, 44/1, 1994, 213--248.
  • W. Młotkowski, Irreducible representations of free product of infinite groups, Colloquium Mathematicum, 69/2 (1995), 193--211.
  • W. Młotkowski, Free product of representations, Contemporary Mathematics, 206, (1997), 145--148.
  • W. Młotkowski, Free probability on algebras with infinitely many states, Probability Theory and Related Fields, 115 (1999), 579--596.
  • W. Młotkowski, R. Szwarc, Nonnegative linearization for polynomials with respect to discrete measures, Constructive Approximation, 17 (2001), 413--429.
  • W. Młotkowski, Operator-valued version of conditionally free product, Studia Mathematica, 153 (2002), 13-30.
  • W. Młotkowski, $\Lambda$-free probability, Infinite Dimensional Analysis. Quantum Probability and Related Topics, 7/1 (2004), 27--41.
  • W. Młotkowski, Limit theorems in $\Lambda$-boolean probability, Infinite Dimensional Analysis. Quantum Probability and Related Topics, 7/3 (2004), 449--459.
  • W. Młotkowski, Some class of polynomial hypergroups, Banach Center Publications, 73 (2006) 357--362.
  • M. Hinz, W. Młotkowski, Limit measures related to the conditionally free convolution, Bulletin of the Polish Academy of Science, Mathematics, 56/1 (2008).
  • M. Hinz, W. Młotkowski, Free comulants for some class of probability measures, Banach Center Publications, Volume 78, (2007), 165--170.
  • W. Hebisch, W. Młotkowski, Irreducible representations of the free product of groups, Indiana University Mathematics Journal 59, 2009, 131-182.
  • W. Młotkowski, Combinatorial relation between free cumulants and Jacobi parameters, Infinite Dimensional Analysis, Quantum Probability and Related Topics, 12/2, 2009.
  • M. Hinz, W. Młotkowski, Multiplicative free square of the free Poisson measure and examples of free symmetrization, Colloquium Mathematicum 119 (2010).
  • W. Młotkowski, Nonnegative linearization for orthogonal polynomials with eventually constant Jacobi parameters, Banach Center Publications.
  • M. Hamada, N. Konno, W. Młotkowski, Orthogonal polynomials induced by discrete-time quantum walks in one dimension, Interdisciplinary Information Sciences, Vol. 15, No. 3 (2009) 367-375.
  • W. Młotkowski, Fuss-Catalan numbers in noncommutative probability, Documenta Mathematica 15 (2010), 939-955.
  • M. Anshelevich, W. Młotkowski, Semigroups of distributions with linear Jacobi parameters, Journal of Theoretical Probability, 25 (2012), 1173-1206.
  • M. Hinz, W. Młotkowski, Free powers of the free Poisson measure, Colloquium Mathematicum Vol 123 (2011), 285-290.
  • W. Młotkowski, N. Sakuma, Symmetrization of probability measures, pushforward of order 2 and the boolean convolution, Banach Center Publications, Vol 96 (2012), 271-276.
  • W. Młotkowski, K. A. Penson, K. Zyczkowski, Densities of the Raney distributions, Documenta Mathematica 18 (2013), 1573-1596.
  • W. Młotkowski, Probability measures corresponding to Aval numbers, Colloquium Mathematicum 129 (2012), 189-202.
  • W. Młotkowski, K. A. Penson, The probability measure corresponding to 2-plane trees, Probability nad Mathematical Statistics, (2013) 33.2, 255-264.
  • W. Młotkowski, A Romanowicz, A family of sequences of binomial type, Probability nad Mathematical Statistics, (2013) 33.2, 401-408.
  • W. Młotkowski, K. A. Penson, Probability distributions with binomial moments, Infinite Dimensional Analysis, Quantum Probability and Related Topics, 17/2, 2014.
  • W. Młotkowski, M. A. Nowak, K. A. Penson, K. Życzkowski, Spectral density of generalized Wishart matrices and free multiplicative convolution, Physical Review E 92, 012121 (2015).
  • W. Młotkowski, K. A. Penson, A Fuss-type family of positive definite sequences, arXiv 2015.
  • A. Borowiec, W. Młotkowski, New Eulerian numbers of type D, Electronic Journal of Combinatorics, Volume 23, Issue 1 (2016) > Paper #P1.38 (A262226, A262227).

    MR Erdos Number = 3

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