THE HYPERTREE POSET AND THE 2 -BETTI NUMBERS OF THE MOTION GROUP OF THE TRIVIAL LINK JON MCCAMMOND 1 AND JOHN MEIER 2 Abstract. We give explicit formulae for the Euler characteristic and 2 cohomology of the group of moti - Partially ordered group - Document - PDFSEARCH.IO

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	THE HYPERTREE POSET AND THE 2 -BETTI NUMBERS OF THE MOTION GROUP OF THE TRIVIAL LINK JON MCCAMMOND 1 AND JOHN MEIER 2 Abstract. We give explicit formulae for the Euler characteristic and 2 cohomology of the group of moti Add to Reading List Document Date: 2003-10-24 11:40:56 Open Document File Size: 213,40 KB Share Result on Facebook IndustryTerm direct products / direct product / / Organization National Science Foundation / / Person Ian Leary / Thomas Schick / Derek Smith / JOHN MEIER / JON MCCAMMOND / Mike Davis / Louis Kalikow / / SocialTag Algebraic topology Topology Topological graph theory Algebraic combinatorics Polyhedral combinatorics Partially ordered set Graded poset Euler characteristic Betti number Mathematics

THE HYPERTREE POSET AND THE 2 -BETTI NUMBERS OF THE MOTION GROUP OF THE TRIVIAL LINK JON MCCAMMOND 1 AND JOHN MEIER 2 Abstract. We give explicit formulae for the Euler characteristic and 2 cohomology of the group of motiAdd to Reading List