Faculty Profile

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Email: mshah@lums.edu.pk

    Dr. Masood Hussain Shah

    Assistant Professor

    Department Of Mathematics

    Dr Masood Shah received the M. Phil. Mathematics degree from Quaid-e-Azam University, Islamabad and the Ph.D. degree in Pure Mathematics from University of Aberdeen, Scotland, UK in 1992 and 1998. Prior to joining LUMS, he has been associated with University of Aberdeen, and University of Peshawar. Dr Shah has several publications in leading international journals.

    TitlePublicationAuthorYear
    Random coupled and tripled best proximity results with cyclic contraction in metric spacesJournal of Nonlinear Science and ApplicationsAkbar F., Kutbi M.A., Shah M.H., Shafqat N.2016
    Existence of fixed points of mappings on general topological spacesFilomatShah M.H., Hussain N., Ciric L.2014
    Coupled and tripled coincidence point results without compatibilityFixed Point Theory and ApplicationsHussain N., Latif A., Shah M.H.2012
    Nonlinear contractions in partially ordered quasi b-metric spacesCommunications of the Korean Mathematical SocietyShah M.H., Hussain N.2012
    Common fixed point theorems for generalized contractive mappings with applicationsFixed Point Theory and ApplicationsHussain N., Shah M.H., Amini-Harandi A., Akhtar Z.2012
    Common fixed points theorems for occasionally weakly compatible pairs on cone metric type spacesJournal of Computational Analysis and ApplicationsShah M.H., Simic S., Hussain N., Sretenovic A., Radenovic S.2012
    Fixed points of weakly contractions through occasionally weak compatibilityJournal of Computational Analysis and ApplicationsHussain N., Shah M.H., Radenovic S.2011
    KKM mappings in cone b-metric spacesComputers and Mathematics with ApplicationsHussain N., Shah M.H.2011
    Coupled fixed points of weakly F-contractive mappings in topological spacesApplied Mathematics LettersCho Y.J., Shah M.H., Hussain N.2011
    Coupled coincidence point theorems for nonlinear contractions in partially ordered quasi-metric spaces with a Q-functionFixed Point Theory and ApplicationsHussain N., Shah M.H., Kutbi M.A.2011
    Common fixed points of weakly contractive and strongly expansive mappings in topological spacesJournal of Inequalities and ApplicationsKhan A.R., Shah M.H., Hussain N.2010
    Limits of pure functionals of C*-algebrasJournal of Operator TheoryShah M.H.2010
    Regularity of points in the spectrum of a C*-algebraRocky Mountain Journal of MathematicsShah M.H.2007
    Limits of vector functionalsJournal of Operator TheoryArchbold R.J., Shah M.H.2001
    SemesterTitleCode
    Fall Semester 2018-19Real Analysis1801
    Fall Semester 2018-19Mathematical Analysis1801
    Fall Semester 2018-19Calculus-II1801
    Spring Semester 2017-18Linear Algebra II1702
    Spring Semester 2017-18Advanced Calculus1702
    Fall Semester 2017-18Advanced Functional Analysis1701
    Fall Semester 2017-18Functional Analysis1701
    Fall Semester 2017-18Calculus-II1701
    Spring Semester 2016-17Linear Algebra II1602
    Spring Semester 2016-17Calculus-II1602
    Fall Semester 2016-17Real Analysis1601
    Fall Semester 2016-17Mathematical Analysis1601
    Fall Semester 2016-17Calculus-II1601
    Fall Semester 2015-16Real Analysis1501
    Fall Semester 2015-16Calculus-II1501
    Spring Semester 2014-15Advanced Functional Analysis1402
    Spring Semester 2014-15Topology1402
    Spring Semester 2014-15Advanced Calculus1402
    Fall Semester 2014-15Calculus-II1401
    • Past Courses
      SemesterTitleCode
      Spring Semester 2013-14Linear Algebra with Differential Equations1302
      Spring Semester 2013-14Advanced Functional Analysis1302
      Fall Semester 2013-14Advanced General Topology1301
      Fall Semester 2013-14General Topology1301
      Fall Semester 2013-14Real Analysis-I1301
      Spring Semester 2012-13Linear Algebra II1202
      Spring Semester 2012-13Independent Study1202
      Spring Semester 2012-13Independent Study1202
      Spring Semester 2012-13Advanced Calculus1202
      Fall Semester 2012-13Real Analysis-I1201
      Spring Semester 2011-12Linear Algebra II1102
      Spring Semester 2011-12Topology1102
      Spring Semester 2010-11Real Analysis II1002
      Spring Semester 2010-11Topology1002
      Fall Semester 2010-11Real Analysis-I1001
      Spring Qtr 2008-2009Advanced Topology803
      Spring Qtr 2008-2009Multivariate Calculus803
      Winter Qtr 2008-09Calculus-II802
      Autumn Qtr 2008-09Mathematical Analysis801
      Autumn Qtr 2008-09Functional Analysis801
      Spring Qtr 2007-08Advanced Topology703
      Spring Qtr 2007-08Topology703
      Winter Qtr 2007-08Metric Spaces702
      Winter Qtr 2007-08Advanced Calculus702
      Autumn Qtr 2007-08Mathematical Analysis701
      Spring Qtr 2006-07Advanced Topology603
      Spring Qtr 2006-07Multivariate Calculus603
      Winter Qtr 2006-07Topics in Modern Functional Analysis602
      Winter Qtr 2006-07Topology602
      Winter Qtr 2006-07Real Analysis-I602
      Autumn Qtr 2006-07Mathematical Analysis601
      Spring Qtr 2005-06Set Theory503
      Spring Qtr 2005-06Multivariate Calculus503
      Winter Qtr 2005-06Operator Theory I502
      Winter Qtr 2005-06Real Analysis-I502
      Winter Qtr 2005-06Set Theory502
      Autumn Qtr 2005-06Mathematical Analysis501
      Spring Qtr 2004-05Set Theory403
      Spring Qtr 2004-05Calculus-II403
      Winter Qtr 2004-05Functional Analysis402
      Winter Qtr 2004-05Topology402
      Autumn Qtr 2004-05Set Theory401
      Spring Qtr 2003-04Set Theory303
      Autumn Qtr 2003-04Ordinary Differential Equations301
      Autumn Qtr 2003-04Pre-calculus301