Abdelmajid Khadari |
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PhD
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Université Hassan II Casablanca
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Department of Mathematics and Computer Sciences
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Research experience
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Teaching: Mathematics
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Mar 2010–
Jul 2010Research: Functions and elliptic integrals and their applications
University Chouaib Doukkali · Department of Mathematics and Computer science · University Chouaib DoukkaliEl Jadida -
Mar 2008–
Jul 2008Research: characterization of compact operator on a countable product of Hilbert space
University Chouaib Doukkali · Department of Mathematics and Computer science · University Chouaib DoukkaliEl Jadida
Education
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Oct 2010
Hassan II University
Fundamental Mathematics · Ph.DMorocco · Casablanca -
Oct 2008–
Jul 2010Université Chouaib Doukkali
Fundamental Mathematics · Philosophy Master's DegreeMorocco · El Jadida -
Oct 2005–
Jul 2008Université Chouaib Doukkali
Fundamental Mathematics · Bachelor's degreeMorocco · El Jadida
Other
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LanguagesFrench, English, Russian.
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Scientific MembershipsMathematical Society of Morocco for Education and Research
http://www.smm-er.com/
Questions and Answers (1) View all
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Answer added in Theoretical Particle Physics21 Do we have something which is "nothing"?By Meseret Tiruye · Abdus Salam International Centre for Theoretical PhysicsAbdelmajid Khadari · Université Hassan II CasablancaBecause nothing is also a thing !! Maths. Example 1-1 is a thing but it's equal to 0 nothing. The notion of thing or nothing is relative and not absul... [more]Because nothing is also a thing !! Maths. Example 1-1 is a thing but it's equal to 0 nothing. The notion of thing or nothing is relative and not absulote. You must specify in relation to what !!Following
Publications (3) View all
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Article: L^{p_}1 - L^{p_2) version of Miyachi's Theorem for q-Bessel transform on the Real Line
Abdelmajid Khadari, Radouan DaherInternational Journal of Mathematical Analysis 01/2013; -
Article: Lp1 - Lp2 version of Miyachi's Theorem for the q-Dunkl Transform on the Real Line
Radouan Daher, Abdelmajid Khadari[show abstract] [hide abstract]
ABSTRACT: This paper deals with Miyachi’s theorem for the q-Dunkl Transform.International Journal of Mathematical Analysis 01/2013; 7(7):301 - 313. -
Article: Generalization of Titchmarsh's Theorem for the Dunkl transform
[show abstract] [hide abstract]
ABSTRACT: Using a generalized spherical mean operator, we obtain the generalization of Titchmarsh's theorem for the Dunkl transform for functions satisfying the Lipschitz condition in L2(Rd;wk), where wk is a weight function invariant under the action of an associated reflection groups.international journal of nonlinear analysis and its applications. 12/2012; 3(2):24-30.