Suciu, Alexandru I.- Department of Mathematics, Northeastern University

• arXiv:math.GR/0603240v24Jan2007 Submitted exclusively to the London Mathematical Society
• Prof. A. Suciu Name: MTH 1187Probability MAKE-UP EXAM 2 Winter 2001
• Math U115 Problem Set #18 Probability Name 1. A card is drawn from a well-shuffled deck of 52 cards. Find the probability of drawing each of the following.
• Northeastern University|Mathematics Department Graduate Qualifying Exam in Analysis
• ON MILNOR FIBRATIONS OF ARRANGEMENTS Daniel C. Cohen and Alexander I. Suciu
• arXiv:0903.2307v1[math.AT]13Mar2009 GEOMETRIC AND ALGEBRAIC ASPECTS OF 1-FORMALITY
• ON MILNOR FIBRATIONS OF ARRANGEMENTS Daniel C. Cohen and Alexander I. Suciu
• Math U115 Problem Set #20 Markov Chains Name 1. A charitable organization estimates that in a certain community 80% of the people who make a donation this
• J. ALGEBRAIC GEOMETRY 00 (XXXX) 000--000
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:0801.3626v2 TORIC COMPLEXES AND ARTIN KERNELS
• arXiv:math.AT/0512497 MOMENT-ANGLE COMPLEXES, MONOMIAL IDEALS, AND
• Prof. A. Suciu MTH 1187Probability Winter 2001 Practice Problems for Exam 3
• arXiv:math.AG/0505166v110May2005 Emissary (MSRI Newsletter), Spring 2005
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Prof. A. Suciu MTH 1187Probability Winter 2001 Practice Problems for Exam 2
• Contemporary Mathematics Volume 181, 1995
• arXiv:math.CO/0309324 WHEN DOES THE ASSOCIATED GRADED LIE ALGEBRA OF
• arXiv:0810.2158v2 AHLER GROUPS, 3-MANIFOLD GROUPS, AND
• arXiv:0706.2499v1 ALEXANDER POLYNOMIALS
• Northeastern University Mathematics Department
• Prof. Alexandru Suciu MTH 1125 Calculus 3 Spring 2002
• Prof. Alexandru Suciu MTH U565 TOPOLOGY Spring 2006
• arXiv:0801.3626v2[math.AT]21Dec2008 TORIC COMPLEXES AND ARTIN KERNELS
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• arXiv:0708.4262v3[math.AT]18Oct2009 THE SPECTRAL SEQUENCE OF AN EQUIVARIANT CHAIN
• HOMOTOPY TYPES OF COMPLEMENTS OF 2-ARRANGEMENTS IN R4
• arXiv:1011.5292v1[math.GR]24Nov2010 HOMOLOGICAL FINITENESS IN THE JOHNSON FILTRATION OF
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• HALL INVARIANTS, HOMOLOGY OF SUBGROUPS, AND CHARACTERISTIC VARIETIES
• arXiv:math.AG/0609456v3 NON-FINITENESS PROPERTIES OF FUNDAMENTAL GROUPS
• Mathematisches Forschungsinstitut Oberwolfach Report No. 11/2002
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2006
• arXiv:0810.2158v3 AHLER GROUPS, 3-MANIFOLD GROUPS, AND
• Prof. A. Suciu MTH 1108 Fundamentals of Integral Calculus Spring 1999
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• arXiv:0810.2158v3[math.AG]5Jan2010 QUASI-KAHLER GROUPS, 3-MANIFOLD GROUPS, AND
• HOMOLOGY ISOMORPHISMS BETWEEN ALGEBRAIC GROUPS MADE DISCRETE
• arXiv:math.AG/9912227 Translated tori in the characteristic varieties
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• arXiv:math.AT/0502506 Boundary manifolds of projective
• arXiv:0903.2307v1 GEOMETRIC AND ALGEBRAIC ASPECTS OF 1-FORMALITY
• Prof. A. Suciu MTH 1108 Fundamentals of Integral Calculus Spring 1999
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2005
• QUALIFYING EXAM IN TOPOLOGY WINTER 1997
• arXiv:math.AC/0502438v121Feb2005 TRANSACTIONS OF THE
• HOMOLOGY OF ITERATED SEMIDIRECT PRODUCTS OF FREE GROUPS DANIEL C. COHEN AND ALEXANDER I. SUCIU
• arXiv:math.GR/0307087 CHEN LIE ALGEBRAS
• Northeastern University Department of Mathematics
• CHEN LIE ALGEBRAS STEFAN PAPADIMA AND ALEXANDER I. SUCIU
• arXiv:math.GR/0405122 Counting homomorphisms onto nite
• arXiv:0901.0105v2 ALGEBRAIC MONODROMY AND OBSTRUCTIONS TO
• arXiv:math/0607274v2 ISSN numbers are printed here 1
• Prof. Alexandru Suciu MATH 4565 TOPOLOGY Spring 2010
• Prof. Alexandru Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Encryption and Decryption One of the most expensive, most secret, and most mathematical organizations within our govern-
• Prof. A. Suciu MTH 1187Probability SOLUTIONS to EXAM 3 Winter 2001
• Prof. Alex Suciu MTH U371 LINEAR ALGEBRA Spring 2005
• FREE ABELIAN COVERS, SHORT LOOPS, STABLE LENGTH, AND SYSTOLIC INEQUALITIES
• Prof. A. Suciu MTH 1108 Fundamentals of Integral Calculus Spring 1999
• ISSN 1472-2739 (on-line) 1472-2747 (printed) 511 Algebraic & Geometric Topology
• arXiv:math.AG/0010105 Contemporary Mathematics
• PROF. A. SUCIU MTH 1230 --LINEAR ALGEBRA FALL 1997 1. 8 points Let A =
• arXiv:math.AG/0505166 Emissary (MSRI Newsletter), Spring 2005
• arXiv:math.GR/0603240v2 Submitted exclusively to the London Mathematical Society
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2005
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. A. Suciu MTH U371 --LINEAR ALGEBRA Spring 2005 SOLUTIONS to QUIZ 3
• arXiv:math.AG/0609456v320Mar2007 NON-FINITENESS PROPERTIES OF FUNDAMENTAL GROUPS
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• arXiv:math.GR/0405122v323Jan2005 Counting homomorphisms onto finite
• arXiv:math.AT/0002251v41Sep2002 HIGHER HOMOTOPY GROUPS OF COMPLEMENTS OF COMPLEX
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• arXiv:math.AC/0502438 TRANSACTIONS OF THE
• CHARACTERISTIC VARIETIES OF ARRANGEMENTS DANIEL C. COHEN 1 AND ALEXANDER I. SUCIU 2
• PROF. A. SUCIU MTH 1230 ---LINEAR ALGEBRA ---FALL 1997
• ISSN 13640380 (on line) 14653060 (printed) 1079 Geometry & Topology
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• math.DG/9810172 VOLUME OF RIEMANNIAN MANIFOLDS, GEOMETRIC
• Homology of jet groups Emmanuel Dror Farjoun
• COHOMOLOGY RINGS AND NILPOTENT QUOTIENTS OF REAL AND COMPLEX ARRANGEMENTS
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• arXiv:math.AT/0502417v222Jul2005 ON THE HOMOTOPY LIE ALGEBRA OF AN ARRANGEMENT
• Prof. Alexandru Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• math.GT/9712251 HOMOTOPY TYPES OF COMPLEMENTS OF
• arXiv:math/0512480v3 FORMALITY, ALEXANDER INVARIANTS, AND
• arXiv:0910.1559v3 Contemporary Mathematics
• arXiv:0902.1250v1 TOPOLOGY AND GEOMETRY OF COHOMOLOGY JUMP LOCI
• J. ALGEBRAIC GEOMETRY 00 (XXXX) 000000
• Prof. A. Suciu Name: MTH 1187Probability EXAM 3 Winter 2001
• arXiv:0709.4350v2[math.AG]13Jun2008 WHICH 3-MANIFOLD GROUPS ARE KAHLER GROUPS?
• math.DG/9810172v219Nov1998 VOLUME OF RIEMANNIAN MANIFOLDS, GEOMETRIC
• arXiv:submit/0132760[math.GT]24Oct2010 Contemporary Mathematics
• arXiv:0901.0105v2[math.AT]17Sep2009 ALGEBRAIC MONODROMY AND OBSTRUCTIONS TO
• arXiv:0812.2660v2[math.GR]17Oct2009 BIERINEUMANNSTREBELRENZ INVARIANTS AND
• arXiv:math/0607274v2[math.GT]21Jun2007 ISSN numbers are printed here 1
• arXiv:math.AT/0512497v36Oct2006 MOMENT-ANGLE COMPLEXES, MONOMIAL IDEALS, AND
• arXiv:math.AT/0502506v215Oct2005 Boundary manifolds of projective
• arXiv:math.CO/0309324v313Apr2006 WHEN DOES THE ASSOCIATED GRADED LIE ALGEBRA OF
• ISSN 1364-0380 (on line) 1465-3060 (printed) 1079 Geometry & Topology
• ISSN 1472-2739 (on-line) 1472-2747 (printed) 511 Algebraic & Geometric Topology
• C. R. Acad. Sci. Paris, t. 332, Serie I, p. 1??, 2001 -PXMA????.TEX -Topologie Algebrique/Algebraic Topology
• HALL INVARIANTS, HOMOLOGY OF SUBGROUPS, AND CHARACTERISTIC VARIETIES
• arXiv:math.AG/9912227v39Oct2000 Translated tori in the characteristic varieties
• arXiv:math.DG/010615319Jun2001 SYSTOLIC FREEDOM OF LOOP SPACE
• COHOMOLOGY RINGS AND NILPOTENT QUOTIENTS OF REAL AND COMPLEX ARRANGEMENTS
• CHARACTERISTIC VARIETIES OF ARRANGEMENTS DANIEL C. COHEN1 AND ALEXANDER I. SUCIU2
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• VOLUMES, MIDDLE-DIMENSIONAL SYSTOLES, AND WHITEHEAD PRODUCTS
• THE BRAID MONODROMY OF PLANE ALGEBRAIC CURVES AND HYPERPLANE ARRANGEMENTS
• Homology of jet groups Emmanuel Dror Farjoun
• HOMOLOGY ISOMORPHISMS BETWEEN ALGEBRAIC GROUPS MADE DISCRETE
• QUALIFYING EXAM IN TOPOLOGY December 1995
• Northeastern University Department of Mathematics
• MTH U345 Ordinary Differential Equations Fall 2008 Lab 1: Slope Fields and Solution Curves
• MTH U345 Ordinary Differential Equations Fall 2008 Lab 2: Numerical Methods of Euler
• Prof. Alexandru Suciu MATH 4565 TOPOLOGY Spring 2010
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2005
• Prof. A. Suciu MTH U371LINEAR ALGEBRA Spring 2005 Sample Quiz 4, with Solutions
• Prof. A. Suciu MTH U371LINEAR ALGEBRA Spring 2005 PRACTICE QUIZ 5
• Instructor: Prof. A. Suciu Name: MTH U371 LINEAR ALGEBRA Spring 2005
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2006
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2006
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2006
• Prof. Alexandru Suciu MTH U565 TOPOLOGY Spring 2008
• Prof. A. Suciu MTH 1108 Fundamentals of Integral Calculus Spring 1999
• Prof. A. Suciu MTH 1108 Fundamentals of Integral Calculus Spring 1999
• Prof. Alexandru Suciu MTH 1125 Calculus 3 Spring 2002
• Prof. Alexandru Suciu MTH 1125 Calculus 3 Spring 2002
• Prof. A. Suciu Name: MTH 1187Probability EXAM 2 Winter 2001
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• Prof. Alexandru Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• Prof. Alexandru Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• Prof. Alexandru Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• 1.1. Definition. A bundle (E, B, p) consists of a total space E, a base space B, and a projection map p : E B such that: for every b B, there exists an open
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Chapter 6: Probability ISM: Finite Math 19. a. No; there are blue-eyed males.
• arXiv:0902.1250v1[math.AT]7Feb2009 TOPOLOGY AND GEOMETRY OF COHOMOLOGY JUMP LOCI
• Prof. A. Suciu Name: MTH 1187Probability EXAM 1 Winter 2001
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• arXiv:math.DG/0106153 SYSTOLIC FREEDOM OF LOOP SPACE
• Prof. Alexandru Suciu MTH 1125 Calculus 3 Spring 2002
• Prof. Alexandru Suciu MATH 4565 TOPOLOGY Spring 2010
• Northeastern University Department of Mathematics
• Prof. A. Suciu MTH 1230 LINEAR ALGEBRA Spring 1999
• Northeastern University Department of Mathematics
• Contemporary Mathematics Fundamental groups of line arrangements
• HOMOTOPY TYPES OF COMPLEMENTS OF 2-ARRANGEMENTS IN R4
• Contemporary Mathematics Fundamental groups, Alexander invariants, and
• PROF. A. SUCIU MTH 1230 -LINEAR ALGEBRA FALL 1997 QUIZ 4
• Emissary (MSRI Newsletter), Spring 2005 COMPLEX HYPERPLANE ARRANGEMENTS
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• NON-FINITENESS PROPERTIES OF FUNDAMENTAL GROUPS OF SMOOTH PROJECTIVE VARIETIES
• ON MILNOR FIBRATIONS OF ARRANGEMENTS Daniel C. Cohen and Alexander I. Suciu
• PROF. A. SUCIU MTH 1230 -LINEAR ALGEBRA FALL 1997 SAMPLE QUIZ 3
• Homology of jet groups Emmanuel Dror Farjoun
• Prof. A. Suciu Name: ____________________* MTH 1733 QUIZ 4 Fall 1997
• HALL INVARIANTS, HOMOLOGY OF SUBGROUPS, AND CHARACTERISTIC VARIETIES
• COHOMOLOGY RINGS AND NILPOTENT QUOTIENTS OF REAL AND COMPLEX ARRANGEMENTS
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• HOMOLOGY OF ITERATED SEMIDIRECT PRODUCTS OF FREE GROUPS DANIEL C. COHEN AND ALEXANDER I. SUCIU
• TORIC COMPLEXES AND ARTIN KERNELS STEFAN PAPADIMA1 AND ALEXANDER I. SUCIU
• ON THE HOMOTOPY LIE ALGEBRA OF AN ARRANGEMENT GRAHAM DENHAM1 AND ALEXANDER I. SUCIU2
• ISSN numbers are printed here 1 Geometry & Topology Monographs
• HIGHER HOMOTOPY GROUPS OF COMPLEMENTS OF COMPLEX HYPERPLANE ARRANGEMENTS
• Boundary manifolds of projective hypersurfaces
• Submitted exclusively to the London Mathematical S* doi:10.1112/S0000000000000000
• C. R. Acad. Sci. Paris, t. 332, S erie I, p. 1--??, 2001 PXMA????.TEX Topologie Alg
• arXiv:math.AT/0002251 HIGHER HOMOTOPY GROUPS OF COMPLEMENTS OF COMPLEX
• VOLUMES, MIDDLEDIMENSIONAL SYSTOLES, AND WHITEHEAD PRODUCTS
• Prof. A. Suciu Name: MTH 1733 QUIZ 4 Fall 1997
• arXiv:math.GR/0412520 ALGEBRAIC INVARIANTS FOR RIGHT-ANGLED ARTIN GROUPS
• Northeastern University Department of Mathematics
• Northeastern University Department of Mathematics
• PROF. A. SUCIU MTH 1230 --LINEAR ALGEBRA FALL 1997 SAMPLE QUIZ 4
• THE BRAID MONODROMY OF PLANE ALGEBRAIC CURVES AND HYPERPLANE ARRANGEMENTS
• arXiv:math.AT/0502417 ON THE HOMOTOPY LIE ALGEBRA OF AN ARRANGEMENT
• Contemporary Mathematics Volume 181, 1995
• Prof. A. Suciu Name: MTH 1733 ---Honors Calculus 1 ---Fall 1997
• Prof. A. Suciu MTH 1108 Fundamentals of Integral Calculus Spring 1999
• arXiv:math.AG/0010105v227Nov2000 Contemporary Mathematics
• Prof. Alexandru Suciu MTH 1125 Calculus 3 Spring 2002
• Prof. Alexandru Suciu MTH U371 LINEAR ALGEBRA Spring 2005
• ISSN 1472-2739 (on-line) 1472-2747 (printed) 511 Algebraic & Geometric Topology
• ALGEBRAIC INVARIANTS FOR RIGHT-ANGLED ARTIN GROUPS STEFAN PAPADIMA AND ALEXANDER I. SUCIU1
• MOMENT-ANGLE COMPLEXES, MONOMIAL IDEALS, AND MASSEY PRODUCTS
• ContemporaryVMathematicsolume 181, 1995 The Chen Groups of the Pure Braid Group
• Prof. A. Suciu MTH 1230 _ LINEAR ALGEBRA Fall 1997 QUIZ 3
• SYSTOLIC FREEDOM OF LOOP SPACE MIKHAIL G. KATZ1 AND ALEXANDER I. SUCIU
• HOMOTOPY LIE ALGEBRAS, LOWER CENTRAL SERIES, AND THE KOSZUL PROPERTY
• Translated tori in the characteristic varieties of complex hyperplane arrangements
• VOLUME OF RIEMANNIAN MANIFOLDS, GEOMETRIC INEQUALITIES, AND HOMOTOPY THEORY
• BIERI-NEUMANN-STREBEL-RENZ INVARIANTS AND HOMOLOGY JUMPING LOCI
• THE BRAID MONODROMY OF PLANE ALGEBRAIC CURVES AND HYPERPLANE ARRANGEMENTS
• BUNDLES 1.1. Definition. A bundle (E, B, p) consists of a total space E, a base spac*
• GEOMETRIC AND ALGEBRAIC ASPECTS OF 1-FORMALITY STEFAN PAPADIMA1 AND ALEXANDRU I. SUCIU2
• PROF. A. SUCIU MTH 1230 --LINEAR ALGEBRA FALL 1997 SAMPLE QUIZ 3
• arXiv:0709.4350v2 WHICH 3-MANIFOLD GROUPS ARE K 
• Prof. A. Suciu MTH 1230 ---LINEAR ALGEBRA Fall 1997 1. 13 points Let A =
• arXiv:0812.2660v2 BIERI{NEUMANN{STREBEL{RENZ INVARIANTS AND
• arXiv:0708.4262v3 THE SPECTRAL SEQUENCE OF AN EQUIVARIANT CHAIN
• arXiv:math.AG/0109070 LOWER CENTRAL SERIES AND FREE RESOLUTIONS OF
• arXiv:1011.5292v1 HOMOLOGICAL FINITENESS IN THE JOHNSON FILTRATION OF
• arXiv:math.AG/0109070v223Feb2002 LOWER CENTRAL SERIES AND FREE RESOLUTIONS OF
• MTH U345 Ordinary Differential Equations Fall 2008 Lab 3: Using MATLAB for Differential Equations 1
• Contemporary Mathematics Volume 181, 1995
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Northeastern University Department of Mathematics
• QUALIFYING EXAM IN TOPOLOGY WINTER 1996
• HOMOLOGY OF ITERATED SEMIDIRECT PRODUCTS OF FREE GROUPS DANIEL C. COHEN AND ALEXANDER I. SUCIU
• arXiv:0706.2499v1[math.AG]17Jun2007 ALEXANDER POLYNOMIALS
• Prof. Alexandru Suciu MTH 1230 LINEAR ALGEBRA Spring 2001
• arXiv:math/0512480v3[math.AT]8Dec2007 FORMALITY, ALEXANDER INVARIANTS, AND
• Prof. A. Suciu MTH U371LINEAR ALGEBRA Spring 2005 PRACTICE QUIZ 4
• Prof. Alexandru Suciu MATH 3175 Group Theory Fall 2010
• Northeastern University Department of Mathematics
• WHICH 3-MANIFOLD GROUPS ARE KA"HLER GROUPS? ALEXANDRU DIMCA AND ALEXANDER I. SUCIU
• VOLUMES, MIDDLE-DIMENSIONAL SYSTOLES, AND WHITEHEAD PRODUCTS
• HOMOLOGY ISOMORPHISMS BETWEEN ALGEBRAIC GROUPS MADE DISCRETE
• ALEXANDER POLYNOMIALS: ESSENTIAL VARIABLES AND MULTIPLICITIES
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• QUASI-KA"HLER GROUPS, 3-MANIFOLD GROUPS, AND FORMALITY
• Counting homomorphisms onto finite solvable groups
• TOPOLOGY AND GEOMETRY OF COHOMOLOGY JUMP LOCI ALEXANDRU DIMCA1,4, S,TEFAN PAPADIMA1,2, AND ALEXANDER I. SUCIU3
• FORMALITY, ALEXANDER INVARIANTS, AND A QUESTION OF SERRE
• WHEN DOES THE ASSOCIATED GRADED LIE ALGEBRA OF AN ARRANGEMENT GROUP DECOMPOSE?
• HOMOLOGICAL FINITENESS IN THE JOHNSON FILTRATION OF THE AUTOMORPHISM GROUP OF A FREE GROUP
• CHEN LIE ALGEBRAS STEFAN PAPADIMA AND ALEXANDER I. SUCIU
• FREE ABELIAN COVERS, SHORT LOOPS, STABLE LENGTH, AND SYSTOLIC INEQUALITIES
• J. ALGEBRAIC GEOMETRY 00 (XXXX) 000-000
• CHARACTERISTIC VARIETIES OF ARRANGEMENTS DANIEL C. COHEN1 AND ALEXANDER I. SUCIU2
• C. R. Acad. Sci. Paris, t. 332, S'erie I, p. 1-??, 2001 * *-PXMA????.TEX -
• INTERSECTIONS OF TRANSLATED ALGEBRAIC SUBTORI ALEXANDER I. SUCIU1, YAPING YANG, AND GUFANG ZHAO
• arXiv:1109.1023v1 INTERSECTIONS OF TRANSLATED ALGEBRAIC SUBTORI
• arXiv:1109.1023v1[math.GR]5Sep2011 INTERSECTIONS OF TRANSLATED ALGEBRAIC SUBTORI
• GEOMETRIC AND HOMOLOGICAL FINITENESS IN FREE ABELIAN COVERS
• CHARACTERISTIC VARIETIES AND BETTI NUMBERS OF FREE ABELIAN COVERS
• Resonance varieties and Dwyer-Fried invariants Alexander I. Suciu
• CHARACTERISTIC VARIETIES AND BETTI NUMBERS OF FREE ABELIAN COVERS
• arXiv:1111.4534v1 Resonance varieties and Dwyer{Fried invariants
• arXiv:1112.0948v1 GEOMETRIC AND HOMOLOGICAL FINITENESS IN
• arXiv:1112.0948v1[math.GR]5Dec2011 GEOMETRIC AND HOMOLOGICAL FINITENESS IN
• arXiv:1111.4534v1[math.AG]19Nov2011 Resonance varieties and DwyerFried invariants