HR job title
- Professor
- Contact Info
- 1 979 845 7636
Matusevich, Laura Professor
Positions
- Professor, Mathematics, College of Arts and Sciences
- Overview
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- Research
- Teaching
- Works By Students
- Background
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Overview
Publications
selected publications
-
academic article
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Hauenstein, J. D., Matusevich, L., Peterson, C., & Sherman, S. N.
(2022).
Binomiality Testing and Computing Sparse Polynomials via Witness Sets. Vietnam Journal of Mathematics.
50(3), 653-678.
-
Matusevich, L. F., & Yu, B.
(2022).
Standard pairs for monomial ideals in semigroup rings. Journal of Pure and Applied Algebra.
226(9), 107036-107036.
-
Matusevich, L. F., & Reznick, B.
(2021).
Sparse versions of the Cayley-Bacharach theorem. Portugaliae Mathematica.
78(2), 129-146.
-
Berkesch, C., Matusevich, L. F., & Walther, U.
(2020).
On normalized Horn systems. Collectanea Mathematica.
71(2), 279-286.
-
de Perez, A. R., Matusevich, L. F., & Shiu, A.
(2020).
Neural codes and the factor complex. Advances in Applied Mathematics.
114, 101977-101977.
-
Matusevich, L. F., & Sobieska, A.
(2020).
TOWARD FREE RESOLUTIONS OVER SCROLLS. Proceedings of the American Mathematical Society.
148(12), 5071-5086.
-
Berkesch, C., Matusevich, L. F., & Walther, U.
(2019).
Torus equivariant D-modules and hypergeometric systems. Advances in Mathematics.
350, 1226-1266.
-
Matusevich, L. F., & Sobieska, A.
(2019).
Counterexamples for Cohen-Macaulayness of lattice ideals. Communications in Algebra.
47(6), 2494-2502.
-
Forsgard, J., Matusevich, L. F., Mehlhop, N., & De Wolff, T.
(2019).
LOPSIDED APPROXIMATION OF AMOEBAS. Mathematics of Computation.
88(315), 485-500.
-
Forsgard, J., Matusevich, L. F., & Sobieska, A.
(2019).
On Transformations of A-Hypergeometric Functions. Funkcialaj Ekvacioj, Serio Internacia.
62(3), 319-336.
-
Eser, Z. S., & Matusevich, L. F.
(2019).
Decompositions of cellular binomial ideals (vol 94, pg 409, 2016). Journal of London Mathematical Society.
100(2), 717-719.
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Forsgrd, J., Matusevich, L. F., Mehlhop, N., & Wolff, T. D.
(2019).
Lopsided approximation of amoebas. 88, 485-500.
-
Matusevich, L. F., & O'Neill, C.
(2019).
Some algebraic aspects of mesoprimary decomposition. Journal of Pure and Applied Algebra.
223(1), 380-394.
-
Berkesch, C., Forsgard, J., & Matusevich, L. F.
(2018).
ON THE PARAMETRIC BEHAVIOR OF A-HYPERGEOMETRIC SERIES. Transactions of the American Mathematical Society.
370(6), 4089-4109.
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Hsiao, J., & Matusevich, L. F.
(2018).
Bernstein-Sato Polynomials on Normal Toric Varieties. Michigan Mathematical Journal.
67(1), 117-132.
-
Eser, Z. S., & Matusevich, L. F.
(2017).
Primary Components of Codimension Two Lattice Basis Ideals. Annals of Combinatorics.
21(3), 353-373.
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Eser, Z. S., & Matusevich, L. F.
(2016).
Decompositions of cellular binomial ideals. Journal of London Mathematical Society.
94(2), 409-426.
-
Zamaere, C. B., Forsgard, J., & Matusevich, L. F.
(2016).
Hypergeometric functions for projective toric curves. Advances in Mathematics.
300, 835-867.
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Matusevich, L. F.
(2016).
AMS Spring Sectional Sampler. Notices of the American Mathematical Society.
63(04), 359-363.
-
Zaraaere, C. B., Matusevich, L. F., & Walther, U.
(2015).
Singularities and holonomicity of binomial D-modules. Journal of Algebra.
439, 360-372.
-
Dickenstein, A., Martinez, F. N., & Matusevich, L. F.
(2012).
Nilsson solutions for irregular A-hypergeometric systems. Revista Matematica Iberoamericana.
28(3), 723-758.
-
Dickenstein, A., Matusevich, L. F., & Miller, E.
(2010).
Combinatorics of binomial primary decomposition. Mathematische Zeitschrift.
264(4), 745-763.
-
Dickenstein, A., Matusevich, L. F., & Miller, E.
(2010).
BINOMIAL D-MODULES. DUKE MATHEMATICAL JOURNAL.
151(3), 385-429.
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Dickenstein, A., Matusevich, L. F., & Miller, E.
(2010).
Binomial $D$-modules. DUKE MATHEMATICAL JOURNAL.
151(3), 385-429.
-
Berkesch, C., & Matusevich, L. F.
(2009).
A-graded methods for monomial ideals. Journal of Algebra.
322(8), 2886-2904.
-
Matusevich, L. F.
(2009).
Weyl closure of hypergeometric systems. Collectanea Mathematica.
60(2), 147-158.
-
Matusevich, L. F., & Walther, U.
(2007).
Arbitrary rank jumps for A-hypergeometric systems through Laurent polynomials. Journal of London Mathematical Society.
75(1), 213-224.
-
Matusevich, L. F., & Miller, E.
(2006).
Combinatorics of rank jumps in simplicial hypergeometric systems. Proceedings of the American Mathematical Society.
134(5), 1375-1381.
-
Grnbaum, F. A., & Matusevich, L. F.
(2006).
An Identification Problem for Multiterminal Networks: Solving for the Traffic Matrix from Input-Output Measurements. Internet Mathematics.
3(2), 233-252.
-
Matusevich, L. F., Miller, E., & Walther, U.
(2005).
Homological methods for hypergeometric families. Journal of the American Mathematical Society.
18(4), 919-941.
-
Dickenstein, A., Matusevich, L. F., & Sadykov, T.
(2005).
Bivariate hypergeometric D-modules. Advances in Mathematics.
196(1), 78-123.
-
Dinwoodie, I. H., Matusevich, L. F., & Mosteig, E.
(2004).
Transform methods for the hypergeometric distribution. Statistics and Computing.
14(4), 287-297.
-
Matusevich, L. F.
(2003).
Exceptional parameters for generic A-hypergeometric systems. International mathematics research notices.
2003(22), 1225-1248.
-
Grunbaum, F. A., & Matusevich, L. F.
(2002).
Explicit inversion formulas for a model in diffuse tomography. Advances in Applied Mathematics.
29(2), 172-183.
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Grunbaum, F. A., & Matusevich, L. F.
(2002).
A Nonlinear inverse problem inspired by three-dimensional diffuse tomography: Explicit formulas. International Journal of Imaging Systems and Technology.
12(5), 198-203.
-
Matusevich, L. F.
(2001).
Rank jumps in codimension 2 A-hypergeometric systems. Journal of Symbolic Computation.
32(6), 619-641.
-
Matusevich, L. F.
(2000).
Rational summation of rational functions. Beitraege zur Algebra und Geometrie.
41(2), 531-536.
-
Hauenstein, J. D., Matusevich, L., Peterson, C., & Sherman, S. N.
(2022).
Binomiality Testing and Computing Sparse Polynomials via Witness Sets. Vietnam Journal of Mathematics.
50(3), 653-678.
-
chapter
-
Berkesch, C., Chan, C., Klein, P., Matusevich, L. F., Page, J., & Vassilev, J.
(2021).
An Illustrated View of Differential Operators of a Reduced Quotient of an Affine Semigroup Ring. Women in Commutative Algebra.
(pp. 49-94).
Springer Nature.
-
Matusevich, L. F., & Ojeda, I.
(2018).
Binomial Ideals and Congruences on. Singularities, Algebraic Geometry, Commutative Algebra, and Related Topics.
(pp. 429-454).
Springer Nature.
-
Matusevich, L. F., & Ojeda, I.
(2018).
Binomial Ideals and Congruences on $$mathbb {N}^n$$. Singularities, Algebraic Geometry, Commutative Algebra, and Related Topics.
(pp. 429-454).
Springer International Publishing.
-
Grnbaum, F. A., & Matusevich, L. F.
(2004).
A network tomography problem related to the hypercube. Partial Differential Equations and Inverse Problems.
(pp. 189-197).
American Mathematical Society (AMS).
-
Berkesch, C., Chan, C., Klein, P., Matusevich, L. F., Page, J., & Vassilev, J.
(2021).
An Illustrated View of Differential Operators of a Reduced Quotient of an Affine Semigroup Ring. Women in Commutative Algebra.
(pp. 49-94).
Springer Nature.
-
institutional repository document
-
Matusevich, L. F., Ordog, E., & Yu, B.
(2022).
A Generalization of the Ishida Complex with applications
-
Yu, B., & Matusevich, L. F.
(2022).
Graded local cohomology of modules over semigroup rings
-
Berkesch, C., Chan, C., Klein, P., Matusevich, L. F., Page, J., & Vassilev, J.
(2021).
Differential operators, retracts, and toric face rings
-
Matusevich, L., de Perez, A. R., & Shiu, A.
(2021).
Wheels: A New Criterion for Non-convexity of Neural Codes
-
Berkesch, C., Chan, C., Klein, P., Matusevich, L. F., Page, J., & Vassilev, J.
(2021).
An illustrated view of differential operators of a reduced quotient of an affine semigroup ring
-
Berkesch, C., Chan, C., Klein, P., Matusevich, L. F., Page, J., & Vassilev, J.
(2021).
An illustrated view of differential operators of a reduced quotient of an affine semigroup ring
-
Matusevich, L. F., & Yu, B.
(2020).
Standard pairs for monomial ideals in semigroup rings
-
Forsgrd, J., & Matusevich, L. F.
(2020).
A Zariski theorem for monodromy of $A$-hypergeometric systems
-
Forsgrd, J., & Matusevich, L. F.
(2020).
A Zariski theorem for monodromy of $A$-hypergeometric systems
-
Matusevich, L. F., & Ojeda, I.
(2020).
Binomial ideals and congruences on $mathbb{N}^n$
-
Matusevich, L. F., & Yu, B.
(2020).
Standard pairs for monomial ideals in semigroup rings
-
de Perez, A. R., Matusevich, L. F., & Shiu, A.
(2019).
Neural Codes and the Factor Complex
-
Matusevich, L. F., & Reznick, B.
(2019).
Sparse Versions of the Cayley-Bacharach Theorem
-
Matusevich, L. F., & Sobieska, A.
(2019).
Toward Free Resolutions Over Scrolls
-
Matusevich, L. F., & Sobieska, A.
(2018).
Counterexamples for Cohen-Macaulayness of Lattice Ideals
-
Berkesch, C., Matusevich, L. F., & Walther, U.
(2018).
On normalized Horn systems
-
Forsgrd, J., Matusevich, L. F., & Sobieska, A.
(2017).
On transformations of A-hypergeometric functions
-
Matusevich, L. F., & O'Neill, C.
(2017).
Some algebraic aspects of mesoprimary decomposition
-
Hsiao, J., & Matusevich, L. F.
(2016).
Bernstein-Sato Polynomials on Normal Toric Varieties
-
Forsgrd, J., Matusevich, L. F., Mehlhop, N., & de Wolff, T.
(2016).
Lopsided Approximation of Amoebas
-
Zamaere, C. B., Forsgrd, J., & Matusevich, L. F.
(2016).
On the parametric behavior of A-hypergeometric series
-
Eser, Z. S., & Matusevich, L. F.
(2014).
Decompositions of Cellular Binomial Ideals
-
Zamaere, C. B., Forsgrd, J., & Matusevich, L. F.
(2014).
Hypergeometric Functions for Projective Toric Curves
-
Eser, Z. S., & Matusevich, L. F.
(2014).
Primary components of codimension two lattice basis ideals
-
Zamaere, C. B., Matusevich, L. F., & Walther, U.
(2013).
Singularities and holonomicity of binomial D-modules
-
Berkesch, C., Matusevich, L. F., & Walther, U.
(2013).
Torus equivariant D-modules and hypergeometric systems
-
Dickenstein, A., Martnez, F. N., & Matusevich, L. F.
(2010).
Nilsson solutions for irregular A-hypergeometric systems
-
Berkesch, C., & Matusevich, L. F.
(2008).
A-graded methods for monomial ideals
-
Dickenstein, A., Matusevich, L. F., & Miller, E.
(2008).
Combinatorics of binomial primary decomposition
-
Matusevich, L. F.
(2007).
Weyl closure of hypergeometric systems
-
Dickenstein, A., Matusevich, L. F., & Miller, E.
(2006).
Binomial D-modules
-
Matusevich, L. F., Miller, E., & Walther, U.
(2004).
Homological Methods for Hypergeometric Families
-
Matusevich, L. F., & Walther, U.
(2004).
Arbitrary rank jumps for $A$-hypergeometric systems through Laurent polynomials
-
Matusevich, L. F., & Miller, E.
(2004).
Combinatorics of rank jumps in simplicial hypergeometric systems
-
Dickenstein, A., Matusevich, L., & Sadykov, T.
(2003).
Bivariate hypergeometric D-modules
-
Matusevich, L. F.
(2001).
Exceptional parameters for generic A-hypergeometric systems
-
Matusevich, L. F.
(2000).
Rank jumps in Codimension 2 A-Hypergeometric Systems
-
Matusevich, L. F., Ordog, E., & Yu, B.
(2022).
A Generalization of the Ishida Complex with applications
Research
principal investigator on
- South-Central Combinatorics Conference (CombinaTexas) 2019 awarded by National Science Foundation - (Arlington, Virginia, United States) 2019 - 2020
- Texas Women in Mathematics Symposium (TWIMS) awarded by National Science Foundation - (Arlington, Virginia, United States) 2019 - 2020
- Multivariate Hypergeometric Functions: Combinatorics and Algebra awarded by National Science Foundation - (Arlington, Virginia, United States) 2015 - 2018
- South-Central Combinatorics Conference awarded by National Science Foundation - (Arlington, Virginia, United States) 2016 - 2017
- New Developments In Hypergeometric Equations awarded by National Science Foundation - (Arlington, Virginia, United States) 2010 - 2015
co-principal investigator on
- CombinaTexas 2020 awarded by Directorate for Mathematical & Physical Sciences - (Arlington, Virginia, United States) 2020 - 2021
- CombinaTexas 2018 awarded by National Science Foundation - (Arlington, Virginia, United States) 2017 - 2018
- Texas Algebraic Geometry Symposium: TAGS 2015 awarded by National Science Foundation - (Arlington, Virginia, United States) 2015 - 2017
Teaching
teaching activities
- MATH172 Calculus Ii Instructor
- MATH302 Discrete Mathematics Instructor
- MATH304 Linear Algebra Instructor
- MATH423 Linear Algebra Ii Instructor
- MATH431 Struc Meth Combinatorics Instructor
- MATH648 Computational Alg Geom Instructor
- MATH662 Seminar In Algebra Instructor
- MATH685 Directed Studies Instructor
- MATH689 Sptp: Intro Comandhom Algebra Instructor
- MATH691 Research Instructor
Works By Students
chaired theses and dissertations
-
Barrera III, Roberto (2017-08). Local Cohomology: Combinatorics and D-Modules.
-
Eser, Zekiye (2014-08). Primary Components of Binomial Ideals.
-
Ruys De Perez, Alexander Mark (2021-04). New Tools for Classifying Convex Neural Codes: The Factor Complex and the Wheel.
-
Sobieska-Snyder, Aleksandra Cecylia (2020-06). Some Homological Properties of Lattice Ideals.
Background
education and training
- Ph.D. in Mathematics, University of California, Berkeley - (Berkeley, California, United States) 2002
awards and honors
Contact
first name
- Laura
has last name
- Matusevich
mailing address
-
Texas A&M University
Mathematics
3368 TAMU
College Station, TX 77843-3368
USA
Other
- matusevich@tamu.edu