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ORCIDFundamenta Informaticae, Volume 117
Volume 117, Numbers 1-4, 2012
- Sri Gopal Mohanty, Simone Rinaldi, Johann A. Makowsky:
Foreword. - Sri Gopal Mohanty:
Reminiscing over. - Margaret Archibald
, Arnold Knopfmacher, Toufik Mansour:
Variation Statistics on Compositions. 1-17 - Nicholas R. Beaton, Philippe Flajolet, Timothy M. Garoni, Anthony J. Guttmann:
Some New Self-avoiding Walk and Polygon Models. 19-33 - Stefano Bilotta, Donatella Merlini, Elisa Pergola, Renzo Pinzani:
Pattern 1j+10j Avoiding Binary Words. 35-55 - Olivier Blondeau-Fournier, Pierre Mathieu, Trevor A. Welsh:
Half-lattice Paths and Virasoro Characters. 57-83 - Olivier Bodini, Danièle Gardy, Olivier Roussel:
Boys-and-girls Birthdays and Hadamard Products. 85-101 - Walter Böhm, Kurt Hornik:
A Kolmogorov-Smirnov Test for r Samples. 103-125 - Charlotte A. C. Brennan, Simon Mavhungu:
Visits to Level r by Dyck Paths. 127-145 - Charalambos A. Charalambides:
On the Distributions of Absorbed Particles in Crossing a Field Containing Absorption Points. 147-154 - Wan-Chen Chuang, Sen-Peng Eu, Tung-Shan Fu, Yeh-Jong Pan:
On Simsun and Double Simsun Permutations Avoiding a Pattern of Length Three. 155-177 - Éric Fusy:
Bijective Counting of Involutive Baxter Permutations. 179-188 - Zoltán Király, Zoltán Lóránt Nagy, Dömötör Pálvölgyi, Mirkó Visontai:
On Families of Weakly Cross-intersecting Set-pairs. 189-198 - Tomer Kotek, Johann A. Makowsky:
A Representation Theorem for Holonomic Sequences Based on Counting Lattice Paths. 199-213 - Markus Kuba:
Generating Functions of Embedded Trees and Lattice Paths. 215-227 - Andreas Kyriakoussis, Malvina Vamvakari:
On Terminating and Non-Terminating q-Gauss Hypergeometric Series Distributions and the Associated q-Orthogonal Polynomials. 229-248 - Fumihiko Nakano, Taizo Sadahiro:
Domino Tilings with One Diagonal Impurity. 249-264 - Wolfgang Panny:
A Lattice Path Combinatorial Approach to Rothe Numbers and Related Convolution Results. 265-277 - Helmut Prodinger:
Dyck Paths with Parity Restrictions for the Final Runs to the Origin: a Study of the Height. 279-285 - Shaun Sullivan:
Bivariate Finite Operator Calculus and Counting Ballot Paths Containing Patterns. 287-309
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