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F-algebra
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181	I+.I q(qt F ts qrft{Efur{ Er+tETCqElFt rqFfft Add to Reading List Source URL: www.sonalibank.com.bd Language: English - Date: 2015-05-27 08:05:07 Numerical linear algebra QR decomposition
182	A REDUCE package for manipulation of Taylor series Rainer Sch¨opf Zentrum f¨ ur Datenverarbeitung der Universit¨at Mainz Anselm-Franz-von-Bentzel-Weg 12 Add to Reading List Source URL: reduce-algebra.com Language: English - Date: 2008-12-30 11:48:01 Mathematical series Complex analysis Real analysis Taylor series Kernel Integral transform Linux kernel Derivative Trigonometric functions Mathematical analysis Mathematics Analysis
183	A KLEIMAN–BERTINI THEOREM FOR SHEAF TENSOR PRODUCTS EZRA MILLER AND DAVID E SPEYER Abstract. Fix a variety X with a transitive (left) action by an algebraic group G. Let E and F be coherent sheaves on X. We prove that Add to Reading List Source URL: www.math.duke.edu Language: English - Date: 2007-09-04 19:52:43 Homological algebra Sheaf theory Algebraic geometry Algebraic topology Sheaf Ample line bundle Coherent sheaf Grothendieck group Stalk Abstract algebra Topology Algebra
184	Tensor Spectral Clustering for Partitioning Higher-order Network Structures Austin R. Benson∗ Abstract David F. Gleich† Add to Reading List Source URL: cs.stanford.edu Language: English - Date: 2015-01-29 11:19:57 Algebraic graph theory Matrices Network theory Networks Graph partition Spectral clustering Eigenvalues and eigenvectors Conductance Adjacency matrix Mathematics Algebra Graph theory
185	Boij–S¨ oderberg theory and tensor complexes Christine Berkesch (joint work with Daniel Erman, Manoj Kummini, Steven V Sam) The conjectures of M. Boij and J. S¨oderberg [3], proven by D. Eisenbud and F.-O. Schreyer [ Add to Reading List Source URL: www-users.math.umn.edu Language: English - Date: 2013-08-19 05:16:53 Homological algebra Binary operations David Eisenbud Homogeneous coordinate ring Betti number D-module Tensor Graduate Texts in Mathematics Abstract algebra Mathematics Algebra
186	Boij–S¨ oderberg theory and tensor complexes Christine Berkesch (joint work with Daniel Erman, Manoj Kummini, Steven V Sam) The conjectures of M. Boij and J. S¨oderberg [3], proven by D. Eisenbud and F.-O. Schreyer [ Add to Reading List Source URL: www.math.umn.edu Language: English - Date: 2013-08-19 05:16:53 Homological algebra Binary operations David Eisenbud Homogeneous coordinate ring Betti number D-module Tensor Graduate Texts in Mathematics Abstract algebra Mathematics Algebra
187	B EYOND S PATIAL P YRAMIDS : R ECEPTIVE F IELD L EARNING FOR P OOLED I MAGE F EATURES Add to Reading List Source URL: daggerfs.com Language: English Linear algebra Overcompleteness Sparse coding
188	Towards Efficient Satisfiability Checking for Boolean Algebra with Presburger Arithmetic Viktor Kuncak1 and Martin Rinard2 1 Ecole Politechnique F´ed´erale de Lausanne, Lausanne, VD, Switzerland Add to Reading List Source URL: lara.epfl.ch Language: English - Date: 2007-12-05 11:59:40 Logic in computer science Model theory Complexity classes Boolean algebra Electronic design automation Boolean satisfiability problem Presburger arithmetic Quantifier elimination Decision problem Theoretical computer science Computational complexity theory Applied mathematics
189	STANLEY’S SIMPLICIAL POSET CONJECTURE, AFTER M. MASUDA EZRA MILLER AND VIC REINER Abstract. M. Masuda recently provided the missing piece proving a conjecture of R.P. Stanley on the characterization of f -vectors for G Add to Reading List Source URL: www.math.duke.edu Language: English - Date: 2005-05-13 15:17:53 Geometry Polyhedral combinatorics Topology Polytopes H-vector Stanley–Reisner ring Simplex Abstract algebra Mathematics Algebraic combinatorics

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