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Faculty members

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ABDULRAHMAN SOLIMAN IBRAHIM AL-HUSSEIN

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Personal data

  • 0163012564
  • hsien@qu.edu.sa
  • Desktop watches
  • Wednesday: 9:40 AM - 10:00 AM
  • Sunday: 9:40 AM - 10:30 AM
  • Monday: 9:40 AM - 10:00 AM
  • Tuesday: 9:40 AM - 10:30 AM
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Scientific qualifications

  • Bachelor's degree in Mathematics from King Saud University, Riyadh, with first class honors and first ranking in the college
  • Teaching Assistant, Department of Mathematics, King Saud University, Riyadh
  • Master's in Mathematics from the University of Warwick in the United Kingdom
  • PhD in Mathematics from the University of Warwick, UK
  • Assistant Professor at the Department of Mathematics, King Saud University, Riyadh, during the period 28/12/1423-16/12/1424 AH corresponding to 1/3/2003-7/2/2004 AD.
  • Assistant Professor at the Department of Mathematics at Al-Qassim University during the period 16/12/1424 - 26/12/1427 AH corresponding to 7/2/2004 - 16/1/2007 AD.
  • Associate Professor
  • Professor Doctor

Research interests

  • Mathematical analysis
  • Random analysis
  • Stochastic differential equations
  • Malivan account
  • Control theory
  • Probability theory
  • Stochastic Analysis on Manifolds
  • Stochastic partial differential equations
  • Stochastic finance
  • Stochastic evolution systems
  • Backward SDEs and backward SPDEs

Published research

  • Backward stochastic partial differential equations driven by infinite-dimensional martingales and applications (2009-01-01)
  • Strong, mild and weak solutions of backward stochastic evolution equations. (2005-01-01)
  • Necessary conditions for optimal control of stochastic evolution equations in Hilbert spaces (2011-01-01)
  • Maximum principle for controlled stochastic evolution equations (2010-01-01)
  • Backward stochastic partial differential equations in infinite dimensions. (2006-01-01)
  • Backward stochastic differential equations in infinite dimensions and applications (2004-01-01)
  • Martingale representation theorem in infinite dimensions (2004-01-01)
  • Sufficient conditions of optimality for backward stochastic evolution equations (2010-01-01)
  • BSDEs driven by infinite dimensional martingales and their applications to stochastic optimal control. (2011-01-01)
  • Time-dependent backward stochastic evolution equations. (2007-01-01)
  • Existence and uniqueness of the solutions of forward-backward doubly stochastic differential equations with Poisson jumps (2020-01-01)
  • Necessary and sufficient optimality conditions for relaxed and strict control of forward-backward doubly SDEs with jumps under full and partial information (2020-01-01)
  • Stochastic maximum principle for Hilbert space valued forward-backward doubly SDEs with Poisson jumps (2013-01-01)
  • Backward stochastic differential equations with respect to martingales (2007-01-01)
  • Sufficient conditions for optimality for stochastic evolution equations (2013-01-01)
  • Infinite-dimensional degree theory and stochastic analysis (2010-01-01)
  • Erratum. BSDEs driven by infinite dimensional martingales and their applications to stochastic optimal control (2011-01-01)
  • Forward-backward doubly stochastic differential equations with Poisson jumps in infinite dimensions (2025-01-01)
  • Necessary and Sufficient Conditions of Optimalcontrol for Infinite Dimensional SDEs (2013-01-01)
  • Necessary conditions for optimality for stochastic evolution equations (2013-01-01)
  • McKean-Vlasov forward-backward doubly stochastic differential equations and applications to stochastic control (2025-01-01)
  • Sufficient conditions of optimality for forward-backward doubly SDEs with jumps (2013-01-01)
  • Maximum principle for optimal control of forward-backward doubly stochastic differential equations with jumps (2013-01-01)
  • Maximum principle for optimal control of infinite dimensional stochastic differential equations (2012-01-01)
  • Maximum principle for optimal control of stochastic partial differential equations (2012-01-01)
  • Representation of infinite dimensional martingales. (2010-01-01)
  • MADI BELCACEM (2007-01-01)

Teaching materials

  • 101 Reed: Calculus-1
  • 202 Reid: Calculus 2
  • 103 Reed (203 Reed): Multivariable Calculus
  • 321 Reid: Introduction to Differential Equations
  • 326 Ryad: Mathematical methods
  • 382 Reed: Real Analysis-1
  • 483 Reed: Real Analysis-2
  • 499 Reed: Research project
  • 484 Reed: Complex analysis
  • 511 Reid: Measurement and Integration Theory (Master's)
  • 599 Reed: Research Project (Master's degree)
  • 104 Reed for physics students
  • 485 Reed: Functional Analysis
  • These courses include most calculus courses, differential equations, mathematical analysis, measurement and integration theory, graduation projects, and research projects.

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