Claudiu Raicu

Department of Mathematics
University of Notre Dame
255 Hurley
Notre Dame, IN 46556

Office: 112 Hayes-Healy Hall
Email: craicu@nd.edu

I am a Professor in the math department at University of Notre Dame. Previously I was an Instructor in the math department at Princeton University. During the Spring 2013 semester I was a post-doctoral fellow at MSRI. I received my Ph.D. in May 2011 from the math department at UC Berkeley. My advisor was David Eisenbud. My thesis was titled Secant Varieties of Segre-Veronese Varieties. I am interested in algebraic geometry, commutative algebra and related fields. Here is my CV.


Notre Dame Algebraic Geometry/Commutative Algebra Seminar

MEGA 2024Call for Papers

Commutative Algebra Semester, MSRI 2024

Macaulay2: expanded functionality and improved efficiency

Pragmatic 2023

MSRI/SLMath CMND Summer School on “Commutative Algebra and its Interaction with Algebraic Geometry”

D-modules, Group Actions, and Frobenius, 2021

ALGECOM-XXI, 2021

Thematic Program in Commutative Algebra and its Interactions with Algebraic Geometry, 2019 — in honor of Bernd Ulrich

A View Toward Algebraic Geometry, 2017 — a conference in honor of David Eisenbud's 70th birthday


Preprints


Books


Articles


Reading Seminars


Macaulay2

With Michael K. Brown, Hang Huang, Robert P. Laudone, Michael Perlman, Steven V Sam, João Pedro Santos, we wrote the package SchurComplexes for computing Schur complexes. A short presentation of the package is available here.

With Michael Perlman, we wrote the package GLmnReps for computing with representations of the Lie superalgebra gl(m|n).

Here is the most up to date version (with documentation) of the Macaulay2 SchurRings package, developed jointly with Mike Stillman. A short presentation of the package is available here.

I also wrote a package implementing the push forward functor for finite ring maps.


Posters and Slides


Other writings

Notes compiled together with Enric Nart during the ``Computing Integral Closure'' Workshop at MSRI, July 2010.

Mathematics Research Communities report on Boij-Söderberg Theory in the nonstandard graded case, with B. Barwick, J. Biermann, D. Cook II, W. F. Moore and D. Stamate, Snowbird, June 2010.


Teaching

Spring 2024 :

Math 80210 - Topics in Algebra

Fall 2023 :

Math 20580 - Introduction to Linear Algebra and Differential Equations

Spring 2023 :

Math 20580 - Introduction to Linear Algebra and Differential Equations

Fall 2022 :

Math 60210 - Basic Algebra I

Spring 2022 :

Math 60710 - Introduction to Algebraic Geometry

Fall 2021 :

Math 20580 - Introduction to Linear Algebra and Differential Equations

Spring 2021 :

Math 60220 - Basic Algebra II

Spring 2020 :

Math 20580 - Introduction to Linear Algebra and Differential Equations
Math 60220 - Basic Algebra II

Spring 2019 :

Math 40510 - Introduction to Algebraic Geometry
Math 80210 - Homological Commutative Algebra and Symmetry

Fall 2018 :

Math 20550 - Multivariable Calculus

Spring 2018 :

Math 30820 - Honors Algebra IV

Fall 2017 :

Math 20580 - Introduction to Linear Algebra and Differential Equations
Math 30810 - Honors Algebra III

Spring 2017 :

Math 80620 - Algebraic Geometry II

Fall 2016 :

Math 60710 - Algebraic Geometry I

Spring 2016 :

Math 80220 - Introduction to Toric Varieties

Fall 2015 :

Math 10560 - Calculus II

Spring 2015 :

Math 20580 - Introduction to Linear Algebra and Differential Equations

Spring 2014 :

Math 346 - Algebra II

Fall 2013 :

Math 345 - Algebra I
Math 984 - Junior seminar on Coxeter groups

Fall 2012 :

Math 345 - Algebra I

Spring 2012 :

Math 202 - Linear Algebra

Fall 2011 :

Math 201 - Multivariable Calculus

Spring 2011 :

Math 16B - Analytic Geometry and Calculus

Fall 2010 :

Math 54 - Linear Algebra

Spring 2010 :

Math 1B - Calculus

Fall 2009 :

Math 1B - Calculus