Martín Argerami

Ph.D. 1998 (Universidad Nacional de La Plata, Argentina)

Field of Research: Operator Algebras; Operator Systems; II₁ Factors.

I'm a member of the Operator Algebra Group here in Regina. Check the website for more information about our group, and our seminar and conferences.

Office location: College West Building, Room 307.11

Telephone: (306) 585-4340; Fax: (306) 585-4020

  (Please, read: warning regarding email)

Timetable: Winter 2020

Time	Monday	Tuesday	Wednesday	Thursday	Friday
8:30
9:00			Office Hours		Office Hours
9:30
10:00
10:30	MATH 217: Differential Equations		MATH 217: Differential Equations		MATH 217: Differential Equations
11:00
11:30			Math 411/810: Real Analysis II		Math 411/810: Real Analysis II
12:30
13:00
13:30
14:00
14:30
15:00
15:30					Colloquium
16:00
16:30
17:00

(The empty spaces usually mean I am not available; you can still contact me by email to request an appointment.)

• Winter 2022
  • Math 416: Introduction to Quantum Information Theory
• Fall 2021
  • Math 122: Linear Algebra
  • Math 423/823: Modern Algebra II
• Winter 2021
  • Math 411/810: Real Analysis II (Measure Theory)
• Fall 2020
  • Math 122: Linear Algebra
  • Math 485/813: Functional Analysis
• Winter 2020
  • Math 217: Differential Equations
  • Math 411/810: Real Analysis II (Measure Theory)
• Fall 2019
  • Math 213: Vector Calculus
  • Math 422/822: Abstract Linear Algebra
• Winter 2019
  • Math 213: Vector Calculus
• Fall 2018
  • Math 217: Differential Equations I
  • Math 322: Matrix Analysis
  • Math 485/813: Functional Analysis
• Winter 2018
  • Math 217: Differential Equations I
  • Math 411/810: Real Analysis II
• Fall 2017
  • Math 122: Introduction to Linear Algebra
  • Math 422/822: Abstract Linear Algebra
• Winter 2017
  • Math 111: Calculus II
  • Math 221: Introduction to Proofs and Problem Solving
• Fall 2016
  • Math 213: Vector Calculus
  • Math 322: Matrix Analysis
• Winter 2016: Sabbatical
• Fall 2015
  • Math 122: Introduction to Linear Algebra
  • Math 217: Differential Equations I
• Winter 2015
  • Math 300: Set Theory
  • Math 814: Operator Algebras
• Fall 2014
  • Math 322: Matrix Analysis
  • Math 381: Differential Equations II
• Winter 2014
  • Math 122: Linear Algebra
  • Math 411/810: Real Analysis II
• Fall 2013
  • Math 381: Differential Equations II
• Winter 2013
  • Math 213: Vector Calculus
  • Math 221: Introduction to Proofs and Problem Solving
• Fall 2012
  • Math 813: Functional Analysis
• Winter 2012
  • Math 411/810: Real Analysis II
• Fall 2011
  • Math 213: Vector Calculus
  • Math 814: von Neumann Algebras
• Winter 2011
  • Math 311: Real Analysis I
• Fall 2010
  • Math 122: Linear Algebra I
  • Math 305: Introductory Mathematical Analysis
  • Math 813: Functional Analysis
  • Math 890AJ: Noncommutative Geometry
• Winter 2010
  • Math 411/810: Real Analysis II
  • Math 819: Topics in Analysis
• Fall 2009: Sabbatical
• Winter 2009
  • Math 217: Series and Differential Equations
  • Math 361: Numerical Analysis I
• Fall 2008
  • Math 111: Calculus II
• Winter 2008
  • Math 223: Introduction to Abstract Algebra
  • Math 323: Modern Algebra I
• Fall 2007
  • Math 101: Introductory Finite Math I
  • Math 221: Introduction to Proofs and Problem Solving
• Winter 2007
  • Math 223: Introduction to Abstract Algebra
  • Math 814: Operator Algebras
• Fall 2006
  • Math 111: Calculus II
  • Math 411/811: Real Analysis II
• Winter 2006
  • Math 213: Calculus IV
  • Math 221: Introduction to Proofs and Problem Solving
• Fall 2005
  • Math 110: Calculus I
  • Math 223: Introduction to Abstract Algebra
• Winter 2005
  • Math 221: Introduction to proofs and problem solving
  • Math 813: Functional Analysis
• Fall 2004
  • Math 223: Introduction to abstract algebra
  • Math 305: Introductory Math Analysis
• Winter 2004
  • Math 213: Calculus IV for engineering and science students
  • Math 223: Introduction to abstract algebra
• Fall 2003
  • Math 212: Calculus III for engineering and science students.
• Spring 2003
  • Math 213: Calculus IV for engineering and science students.
• Winter 2003
  • Math 223: Introduction to Abstract Algebra.
  • Math 311: Real Analysis I.
• Fall 2002
  • Math 111: Calculus II.
  • Math 221: Introduction to Proofs and Problem Solving.

Current:

• Shane Crerar, M.Sc. student (since Sep 2020)

Past:

• Saleh Mustafa, Ph.D., 2014-2019
• Maram Albayyadhi, M.Sc., 2010-2012
• Sadia Mwangangi, M.Sc., University of Regina. Co-supervised with D. Farenick, 2007-2012
• Alaa Alzulaibani, M.Sc., University of Regina. Co-supervised with R. Floricel, 2009-2011
• Hongyun Dong, M.Sc., University of Regina, 2006-2008
• Pedro Massey, Postdoctoral Fellow, 2006-2007
• Mariano Ruiz, M.Sc., Universidad Nacional de La Plata, 2002

(the links should allow downloading of each paper/preprint; if the main link fails - or you don't have access to the journal - the little link "lc" points to a copy stored in the local server; for newer papers, versions can be found at the Arxiv)

Reviews from Mathscinet; Reviews from Zentralblatt (access is not free, but it should work from most universities)

 

1. M. Argerami, S. Mustafa, Higher Rank Numerical Ranges of Jordan-Like Matrices, Linear and Multilinear Algebra, 69, no. 5 (2021), 807–826.
2. M. Argerami, The Matricial Range of E₂₁, Expositiones Mathematicae, 37, Issue 1 (2019), 48-83.
3. M. Argerami, S. Coskey, M. Kalantar, M. Kennedy, M. Lupini, M. Sabok, The classification problem for finitely generated operator systems and spaces, preprint arxiv: 1411.0512 [math.OA].
4. M. Argerami, D. Farenick, C*-Envelopes of Jordan Operator Systems, Operators and Matrices, 9 (2015), 2, 325-341.
5. M. Argerami, Majorisation and the Carpenter's Theorem, Integral Equations and Operator Theory, 82, Issue 1 (2015), 33-49.
6. M. Argerami, D. Farenick, The C*-Envelope of an Irreducible Periodic Weighted Unilateral Shift, Integral Equations and Operator Theory, 77 (2013), 2, 199-210; DOI 10.1007/s00020-013-2087-8; arxiv.org/abs/1207.1300
7. M. Argerami, P. Massey, Schur-Horn Theorems in II_∞ Factors, Pacific Journal of Mathematics, 261 (2013) No. 2, 283-310; arxiv:1105.6140 [math.OA].
8. M. Argerami, D. Farenick, and P. Massey, Second-Order Local Multiplier Algebras of Continuous Trace C*-algebras, J. Math. Anal. App., 397 (2013) 822–836 (preprint arXiv:1102.4869v1 [math.OA]).
9. M. Argerami, D. Farenick, and P. Massey, Injective Envelopes and Local Multiplier Algebras of Some Spatial Continuous Trace C*-Algebras, Quart. J. Math. 63 (2012), 1–20; doi:10.1093/qmath/haq037.
10. M. Argerami and P. Massey, Towards the Carpenter's Theorem, Proc. Am. Math. Soc., 137 (2009), 3679-3687.
11. M. Argerami, P. Massey, and D.R. Farenick, The Gap Between Local Multiplier Algebras of C*-algebras, Quat. J. Math., 60 (2009), 273-281; doi:10.1093/qmath/han006.
12. M. Argerami and P. Massey, A contractive version of a Schur-Horn Theorem in II₁ Factors, J. Math. Anal. App., 337, 1 (2008), 231-238. (lc)
13. M. Argerami, F. Szechtman, and R. Tifenbach, On Tate's Trace, J. Lin. Mult. Algebra, Vol. 55, No. 6 (2007), 515-520. (lc)
14. M. Argerami and P. Massey, A Schur-Horn Theorem in II₁ Factors, Indiana Univ. Math. J., 56 No. 5 (2007), 2051-2060. (lc)
15. M. Argerami and P. Massey, The Local Form of Doubly Stochastic Maps and Joint Majorization in II₁ Factors, Int. Eq. Op. Theory, 61 (2008), no. 1, 1-19.
16. M. Argerami and D.R. Farenick, Local Multiplier Algebras, Injective Envelopes, and type I W*-algebras , J. Op. Theory, 59:2(2008), 101-109.
17. M. Argerami and D.R. Farenick, Young's Inequality for Trace Class Operators , Math. Annalen, 325 (2003), 727-744. (lc)
18. M. Argerami and D. Stojanoff, Orbits of Conditional Expectations, Illinois Journal of Math. 45 (2001), 243-263.
19. M. Argerami and D. Stojanoff, The Weyl group and the normalizer of a Conditional Expectation, Int. Eq. Op. Theory, 34 (1999) 165-186. (lc)
20. M. Argerami, Jones Index Theory for Type II_∞ von Neumann Algebras, revista de la UMA, 41, 2 (1998) 163-176.