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INFORMATION ON THE SEVENTH "KOLMOGOROV STUDENTS' CONTEST IN PROBABILITY THEORY".

• Source: Theory of Probability & Its Applications. 2009, Vol. 53 Issue 2, p380-382. 3p.

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Limit distributions of scale-invariant probabilistic models of correlated random variables with the q-Gaussian as an explicit example.

• Authors : Hanel, R.¹; Thurner, S.^1,2 ; Tsallis, C.^2,3

• Source: European Physical Journal B: Condensed Matter. Nov2009, Vol. 72 Issue 2, p263-268. 6p. 1 Graph.

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Resilience of public transport networks against attacks.

• Authors : Berche, B.^1,2; Von Ferber, C.^3,4; Holovatch, T.^1,3

• Source: European Physical Journal B: Condensed Matter. Sep2009, Vol. 71 Issue 1, p125-137. 13p. 1 Diagram, 3 Charts, 10 Graphs.

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Combinatorial entropies and statistics.

• Authors : Niven, R. K.¹

• Source: European Physical Journal B: Condensed Matter. Jul2009, Vol. 70 Issue 1, p49-63. 15p. 4 Diagrams, 6 Charts.

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Fitness, chance, and myths: an objective view on soccer results.

• Authors : Heuer, A.¹ ; Rubner, O.¹

• Source: European Physical Journal B: Condensed Matter. Feb2009, Vol. 67 Issue 3, p445-458. 14p. 1 Diagram, 2 Charts, 14 Graphs.

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Noncommutative Independence from the Braid Group $${\mathbb{B}_{\infty}}$$.

• Authors : Gohm, Rolf¹ ; Köstler, Claus²

• Source: Communications in Mathematical Physics. Jul2009, Vol. 289 Issue 2, p435-482. 48p. 9 Diagrams.

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Convergence in distribution of random metric measure spaces (Λ-coalescent measure trees).

• Authors : Greven, Andreas; Pfaffelhuber, Peter; Winter, Anita

• Source: Probability Theory & Related Fields. Sep2009, Vol. 145 Issue 1/2, p285-322. 38p.

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Sharp probability estimates for random walks with barriers.

• Authors : Ford, Kevin¹

• Source: Probability Theory & Related Fields. Sep2009, Vol. 145 Issue 1/2, p269-283. 15p.

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A Berry-Esseen type inequality for convex bodies with an unconditional basis.

• Authors : Klartag, Bo'az¹

• Source: Probability Theory & Related Fields. Sep2009, Vol. 145 Issue 1/2, p1-33. 33p. 1 Diagram.

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The limits of nested subclasses of several classes of infinitely divisible distributions are identical with the closure of the class of stable distributions.

• Authors : Maejima, Makoto¹ ; Sato, Ken-iti²

• Source: Probability Theory & Related Fields. Sep2009, Vol. 145 Issue 1/2, p119-142. 24p.

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