Faculty Profile

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.

    • Article
      • Shah, M. H. .(1999). KKM mappings in cone b-metric spaces . ,
      • Shah, M. H. .(1999). Coupled coincidence point theorems for nonlinear contractions in partially ordered quasi-metric spaces with a Q-function . ,
      • Shah, M. H. .(1999). Coupled fixed points of weakly F-contractive mappings in topological spaces . ,
      • Shah, M. H. .(1999). Coupled and tripled coincidence point results without compatibility . ,
      • Shah, M. H. .(1999). Common fixed point results for weak contractive mappings in ordered b-dislocated metric spaces with applications . ,
      • Shah, M. H. .(1999). Common fixed points theorems for occasionally weakly compatible pairs on cone metric type spaces. . ,
      • Shah, M. H. .(1999). Nonlinear contractions in partially ordered quasi b-metric spaces . ,
      • Shah, M. H. .(1999). Fixed points of weakly contractions through occasionally weak compatibility. . ,
      • Shah, M. H. .(1999). Random coupled and tripled best proximity results with cyclic contraction in metric spaces . ,
      • Shah, M. H. .(1999). Common fixed points of weakly contractive and strongly expansive mappings in topological spaces; Volume 2010, Article ID 746045, 15 pages . ,
      • Shah, M. H. .(1999). REGULARITY OF POINTS IN THE SPECTRUM OF A C*-ALGEBRA . ,
      • Shah, M. H. .(1999). Limits of vector functionals . ,
      • Shah, M. H. .(1999). Limits of pure functionals of C*-algebras . ,
      • Shah, M. H. .(1999). Restrictions and extensions of pure functionals . ,
    • Journal Articles
      • Shah, M. H. .(2014). Existence of Fixed Points of Mappings on General Topological Spaces . Filomat , FSM University Of Nis Serbia
TitleSemesterCode
Calculus-IIFall Semester 2014-151401
Advanced CalculusSpring Semester 2014-151402
TopologySpring Semester 2014-151402
Advanced Functional AnalysisSpring Semester 2014-151402
Calculus-IIFall Semester 2015-161501
Real AnalysisFall Semester 2015-161501
Calculus-IIFall Semester 2016-171601
Mathematical AnalysisFall Semester 2016-171601
Real AnalysisFall Semester 2016-171601
Calculus-IISpring Semester 2016-171602
Linear Algebra IISpring Semester 2016-171602
Calculus-IIFall Semester 2017-181701
Functional AnalysisFall Semester 2017-181701
Advanced Functional AnalysisFall Semester 2017-181701
  • Past Courses
    TitleSemesterCode
    Pre-calculusAutumn Qtr 2003-04301
    Ordinary Differential EquationsAutumn Qtr 2003-04301
    Set TheorySpring Qtr 2003-04303
    Set TheoryAutumn Qtr 2004-05401
    TopologyWinter Qtr 2004-05402
    Functional AnalysisWinter Qtr 2004-05402
    Calculus-IISpring Qtr 2004-05403
    Set TheorySpring Qtr 2004-05403
    Mathematical AnalysisAutumn Qtr 2005-06501
    Set TheoryWinter Qtr 2005-06502
    Real Analysis-IWinter Qtr 2005-06502
    Operator Theory IWinter Qtr 2005-06502
    Multivariate CalculusSpring Qtr 2005-06503
    Set TheorySpring Qtr 2005-06503
    Mathematical AnalysisAutumn Qtr 2006-07601
    Real Analysis-IWinter Qtr 2006-07602
    TopologyWinter Qtr 2006-07602
    Topics in Modern Functional AnalysisWinter Qtr 2006-07602
    Multivariate CalculusSpring Qtr 2006-07603
    Advanced TopologySpring Qtr 2006-07603
    Mathematical AnalysisAutumn Qtr 2007-08701
    Advanced CalculusWinter Qtr 2007-08702
    Metric SpacesWinter Qtr 2007-08702
    TopologySpring Qtr 2007-08703
    Advanced TopologySpring Qtr 2007-08703
    Functional AnalysisAutumn Qtr 2008-09801
    Mathematical AnalysisAutumn Qtr 2008-09801
    Calculus-IIWinter Qtr 2008-09802
    Multivariate CalculusSpring Qtr 2008-2009803
    Advanced TopologySpring Qtr 2008-2009803
    Real Analysis-IFall Semester 2010-111001
    TopologySpring Semester 2010-111002
    Real Analysis IISpring Semester 2010-111002
    TopologySpring Semester 2011-121102
    Linear Algebra IISpring Semester 2011-121102
    Real Analysis-IFall Semester 2012-131201
    Advanced CalculusSpring Semester 2012-131202
    Independent StudySpring Semester 2012-131202
    Independent StudySpring Semester 2012-131202
    Linear Algebra IISpring Semester 2012-131202
    Real Analysis-IFall Semester 2013-141301
    General TopologyFall Semester 2013-141301
    Advanced General TopologyFall Semester 2013-141301
    Advanced Functional AnalysisSpring Semester 2013-141302
    Linear Algebra with Differential EquationsSpring Semester 2013-141302