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Courses not offered this academic year (fallwinter terms) are indicated by the words NOT OFFERED THIS YEAR below the course description. Nevertheless, students should refer to the Timetable as a final check. All course selections are subject to the consent of the department. Prerequisites may be waived if the department so decides. The lecture and laboratory hours for each course, given beneath the course description for each of the two terms (for example 3-3; 3-0 would indicate 3 lecture hours in each term, 3 lab hours in the first term only), indicate the relative amount of work required. The actual duration of lectures and laboratories is at the discretion of the department. Notes: 1. Students cannot obtain credit for two courses covering essentially the same material. Some examples are: Mathematics 0210, 0212, 4030; Mathematics 1160 and 1180; Mathematics 2321 and 23312333.2. Courses marked with a * are not acceptable for mathematics credit in any of the programs offered by the Department of Mathematical Sciences or the Department of Computer Science. Academic Qualifications: Ph.D. University of Alberta B.Sc. University of Bucharest Previous TeachingWork: Teaching (2020-2021)Math 2111 Ordinary differential equationsMath 3231 Real analysis IMath 3171 Complex analysisMath 2275 Linear algebra IIWork experience2015-present: Professor, Lakehead University2009-2015: Associate Professor, Lakehead University2005 - 2009: Assistant Professor, Lakehead University 2003 - 2005: Visiting Professor and NSERC PDF, Texas A&M University Research Interests: Abstract Harmonic Analysis, Operator Space TheorySelected PublicationsM. Ilie, J. Roydor, On p-completely contractive homomorphisms of The Figa Talamanca Herz algebras, Archiv der Mathematik, 115 (2020), 89-98.M. Ilie, Dual Banach algebras associated to the coset space of a locally compact group,Journal of Mathematical Analysis and Applications 467 (2018), 550-569.M. Ilie, A note on p-completely bounded homomorphisms of the Herz-Figa-Talamanca algebras, Journal of Mathematical Analysis and Applications 419 (2014), 273-284.R. Anisca, C. Chlebovec, M. Ilie, The structure of arithmetic sums of affine Cantor sets, Real Analysis Exchange 37 (2012), no. 2, 325-333. M. Ilie, R. Stokke, Extension of Fourier algebra homomorphisms to duals of algebras of uniformly continuous functionals, Journal of Functional Analysis, 256 (2009), 2518-2541.M. Ilie, R. Stokke, Weak*-continuous homomorphisms of Fourier Stieltjes algebras, Mathematical Proceedings of the Cambridge Philosophical Society, 145 (2008), 107-120.M. Ilie, N. Spronk, The spine of a Fourier-Stieltjes algebra, Proceedings of the London Mathematical Society, 94 (2007), 273-301.M. Ilie, N. Spronk, Completely bounded homomorphisms of the Fourier Algebra, Journal of Functional Analysis, 225 (2005), 480-499.M. Ilie, On Fourier algebra homomorphisms, Journal of Functional Analysis, 213 (2004), 88-110.Otherco-organizer of the Canadian Symposium on Abstract Harmonic Analysis, May 2013local organizer for the Canadian Math Kangaroo Contest (2014, 2015)https:mathkangaroo.ca

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