Shafiqul Islam

Description

Details

NameShafiqul Islam
PositionFaculty Member
Emailsislam@upei.ca
Department(s)Mathematics and Statistics
Phone(902) 566-0619
BuildingCass Science Hall 415
Websitehttp://www.upei.ca/math/sislam/

Shafiqul Islam

Biography

Title: Assistant Professor

Education: Ph. D. in Mathematics, Concordia (2005); M.Sc. in Mathematics, Concordia (2000); M. Sc. in Pure Mathematics, Dhaka, Bangladesh (1990); B. Sc. Mathematics, Dhaka (1989)


Recent Citations


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Research Interests

  • Dynamical systems
  • Ergodic theory
  • Application of dynamical systems in finance and mathematical biology
  • Random dynamical systems

Other Scholars in Mathematics and Statistics

Citations

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TitleAuthor(s)
A generalization of Straube's theoremIslam, Shafiqul; G{\'o}ra, Pawel; Boyarsky, Abraham
Absolutely continuous invariant measures that cannot be observed experimentallyG{\'o}ra, Pawe{\l}; Boyarsky, Abraham; Islam, Shafiqul; Bahsoun, Wael
Randomly chosen chaotic maps can give rise to nearly ordered behaviorBoyarsky, Abraham; G{\'o}ra, Pawe{\l}; Islam, Shafiqul
Absolutely continuous invariant measures of linear interval mapsIslam, Shafiqul
Invariant densities of random maps have lower bounds on their supportsG{\'o}ra, Pawe{\l}; Boyarsky, Abraham; Islam, Shafiqul
Approximation of absolutely continuous invariant measures for Markov switching position dependent random mapsIslam, Shafiqul; G{\'o}ra, Pawel; Boyarsky, Abraham
Statistical design of an experimental problem in harmonicsAggarwaia, Rita; Alam, Jahrul; Islam, Md Shafiqul; Lamoureux, Michael; Paulhus, Marc; Powojowski, Miro; Rasekh, Leila
Diffusion approximations of the geometric Markov renewal processes and option price formulasAnatoliy, S.; Islam, Shafiqul
Invariant measures for higher dimensional Markov switching position dependent random mapsISLAM, M. D. S.
Invariant measures of stochastic perturbations of dynamical systems using Fourier approximations ISLAM, M. D. S.; PAWEL, G.
Piecewise linear probability density functions of invariant measures for position dependent random mapsIslam, M. S.

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Theses

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