The lattice of closure relations on a poset
in: Algebra universalis , ISSN 1420-8911, Vol. 30 (3. 1993), p. 301-310 Zugang:
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1993
Abstract In this paper we show that the set of closure relations on a finite posetP forms a supersolvable lattice, as suggested by Rota. Furthermore this lattice is dually isomorphic to the lattice of closed sets in a convex geometry (in the sense of Edelman and Jamison [EJ]). We also... mehr
Genome-wide atlas of gene expression in the adult mouse brain
in: Nature . - London [u.a.] : Nature Publising Group, ISSN 1476-4687, Vol. 445, No. 7124 (2007), p. 168-176 Zugang:
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2007
Molecular approaches to understanding the functional circuitry of the nervous system promise new insights into the relationship between genes, brain and behaviour. The cellular diversity of the brain necessitates a cellular resolution approach towards understanding the functional genomics of the... mehr
Identification and analysis of functional elements in 1% of the human genome by the ENCODE pilot project
in: Nature . - London [u.a.] : Nature Publising Group, ISSN 1476-4687, Vol. 447, No. 7146 (2007), p. 799-816 Zugang:
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2007
We report the generation and analysis of functional data from multiple, diverse experiments performed on a targeted 1% of the human genome as part of the pilot phase of the ENCODE Project. These data have been further integrated and augmented by a number of evolutionary and computational... mehr