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Sackin indices for labeled and unlabeled classes of galled trees. [PDF]
J Math BiolFuchs M, Gittenberger B.
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Oberwolfach Reports, 2011
Combinatorics is a fundamental mathematical discipline which focuses on the study of discrete objects and their properties. The current workshop brought together researchers from diverse fields such as Extremal and Probabilistic Combinatorics, Discrete Geometry, Graph theory, Combinatorial Optimization and Algebraic Combinatorics for a fruitful ...
Jeff Kahn +2 more
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Combinatorics is a fundamental mathematical discipline which focuses on the study of discrete objects and their properties. The current workshop brought together researchers from diverse fields such as Extremal and Probabilistic Combinatorics, Discrete Geometry, Graph theory, Combinatorial Optimization and Algebraic Combinatorics for a fruitful ...
Jeff Kahn +2 more
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Oberwolfach Reports, 2004
The workshop Combinatorics organised by László Lovász (Redmond) and Hans Jürgen Prömel (Berlin) was held January 1st–January 7th, 2006. This meeting was very well attended with 48 participants from many different countries. The programme consisted of 15 plenary lectures, accompanied by 18 shorter contributions and
Laszlo Lovasz, Hans Jürgen Prömel
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The workshop Combinatorics organised by László Lovász (Redmond) and Hans Jürgen Prömel (Berlin) was held January 1st–January 7th, 2006. This meeting was very well attended with 48 participants from many different countries. The programme consisted of 15 plenary lectures, accompanied by 18 shorter contributions and
Laszlo Lovasz, Hans Jürgen Prömel
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2004
Set is a fundamental, abstract notion. A set is defined as a collection of objects, which are called the elements or points of the set. The notions of union (A ∪ B, where A and B are each sets), intersection (A ∩ B) and complement (A c ) correspond to everyday usage.
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Set is a fundamental, abstract notion. A set is defined as a collection of objects, which are called the elements or points of the set. The notions of union (A ∪ B, where A and B are each sets), intersection (A ∩ B) and complement (A c ) correspond to everyday usage.
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the combinatorics of cases [PDF]
Research on Language and Computation, 2003 In this paper we will introduce a semantics for languages with stacked cases. In these languages, the burden of building up the structure is carried entirely by the morphology, and syntactic structure is redundant. This is the exact opposite of standard Montague Semantics, which is based on λ-calculus, where morphology is redundant and the meaning is ...
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