monica ilie

monica ilie

milie@lakeheadu.ca
+1 807-343-8010ext. 7224
rb 2019
academic qualifications: 
  • ph.d. university of alberta 
  • b.sc.  university of bucharest

 

previous teaching/work: 

teaching (2022-2023)

  • math 2111 fa ordinary differential equations
  • math 3171 fa complex analysis
  • math 3032 wa complex functions and pdes
  • math 3032 wb complex functions and pdes 
  • math 3032 l 

work experience

  • 2015-present     professor, 阿根廷vs墨西哥竞猜
  • 2009-2015          associate professor, 阿根廷vs墨西哥竞猜
  • 2005-2009          assistant professor, 阿根廷vs墨西哥竞猜   
  • 2003-2005          visiting professor and nserc pdf, texas a&m university

 

research interests: 

abstract harmonic analysis, operator space theory

selected publications

  • r. anisca, m. ilie, on the structure of arithmetic sums of cantor sets associated to series, results in mathematics, 78 (2023), paper no. 5, 13pp.
  • m. 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.

 

other

  • co-organizer of the canadian symposium on abstract harmonic analysis, may 2013
  • local organizer for the canadian math kangaroo contest (2014, 2015)

https://mathkangaroo.ca