حمید اسمعیلی

استاد

تاریخ به‌روزرسانی: 1402/12/24

حمید اسمعیلی

علوم پایه / ریاضی

مقالات علمی چاپ شده در مجلات

  1. "The maximal positive definite solution of the nonlinear matrixequation X+ A∗−∗−XA+ BXB= I"
    khosro sayevand, راضيه عرفاني فر, Hamid Esmaili
    Mathematical Sciences, Vol. , pp.337-350, 2023
  2. "AmodifiedChebyshev𝜗-weightedCrank–Nicolson methodforanalyzingfractional sub-diffusionequations"
    راضيه عرفاني فر, khosro sayevand, nasim ghanbari, Hamid Esmaili
    NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS, Vol. , pp.1-13, 2021
  3. "A discrete collocation scheme to solve Fredholm integral equations of the second kind in high dimensions using radial kernels"
    davood moazemi, فرشيد ملاميرزايي, Hamid Esmaili
    Bulletin of Spanish Visual Studies, Vol. , pp.93-117, 2021
  4. "A Trust-region Method Using Extended NonmonotoneTechnique for Unconstrained Optimization"
    Hamid Esmaili, Farzad Rahpeymaii, Morteza Kimiaei
    Iranian Journal of Mathematical Sciences and Informatics, Vol. , pp.15-33, 2021
  5. "On modified two-step iterative method in the fractional sense:some applications in real world phenomena"
    راضيه عرفاني فر, khosro sayevand, Hamid Esmaili
    INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, Vol. , pp.2109-2141, 2020
  6. "Application of Hilbert–Schmidt SVD approach to solve linear two-dimensional Fredholm integral equations of the second kind"
    Hamid Esmaili, davood moazemi
    COMPUTATIONAL & APPLIED MATHEMATICS, Vol. , pp.1-22, 2020
  7. "Numerical solution of Volterra-Fredholm integral equation via hyperbolic basis functions"
    مجيد رستمي, Vahideh Hooshyarbakhsh, Hamid Esmaili
    INTERNATIONAL JOURNAL OF NUMERICAL MODELLING-ELECTRONIC NETWORKS DEVICES AND FIELDS, Vol. , pp.1-11, 2020
  8. "OnComputationalEfficiencyandDynamicalAnalysisfora ClassofNovelMulti-stepIterativeSchemes"
    khosro sayevand, راضيه عرفاني فر, Hamid Esmaili
    International Journal of Applied and Computational Mathematics, Vol. , pp.1-23, 2020
  9. "Astablekernel-basedtechniqueforsolvinglinearFredholmintegralequationsofthesecondkindanditsapplications"
    Hamid Esmaili, davood moazemi
    ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS, Vol. , pp.48-63, 2020
  10. "A novel iterative method for the solution of a nonlinearmatrix equation"
    راضيه عرفاني فر, khosro sayevand, Hamid Esmaili
    APPLIED NUMERICAL MATHEMATICS, Vol. , pp.503-518, 2020
  11. "Akernel-basedtechniquetosolvethree-dimensionallinear Fredholmintegralequationsofthesecondkindovergeneral domains"
    Hamid Esmaili, davood moazemi
    COMPUTATIONAL & APPLIED MATHEMATICS, Vol. , pp.1-26, 2019
  12. "A new generalized shrinkage conjugate gradient methodfor sparse recovery"
    Hamid Esmaili, شيما شعباني, Morteza Kimiaei
    CALCOLO, Vol. , pp.1-20, 2019
  13. "An Efficient Schulz-type Method to Compute the Moore-Penrose Inverse"
    Hamid Esmaili, راضيه عرفاني فر, مهديس رشيدي
    International Journal of Industrial Mathematics, Vol. , pp.221-228, 2018
  14. "An efficient method to compute theMoore–Penrose inverse"
    Hamid Esmaili, راضيه عرفاني فر, مهديس رشيدي
    Advances in Pure and Applied Mathematics, Vol. , 2018
  15. "Extended Dai–Yuan Conjugate Gradient Strategy for Large-ScaleUnconstrained Optimization with Applicationsto Compressive Sensing"
    Hamid Esmaili, مجيد رستمي, Morteza Kimiaei
    Filomat, Vol. , 2018
  16. "Combining line search and trust-region methods for"
    Hamid Esmaili, مجيد رستمي, morteza Kimiaei
    INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, Vol. , 2017
  17. "An efficient quadratically convergent iterative method to find the"
    Hamid Esmaili, Amir Pirnia
    INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, Vol. , 2017
  18. "A trust-region method with improved adaptive radiusfor systems of nonlinear equations"
    Hamid Esmaili, morteza Kimiaei
    MATHEMATICAL METHODS OF OPERATIONS RESEARCH, Vol. , 2016
  19. "A trust-region approach with novel filter adaptiveradius for system of nonlinear equations"
    Hamid Esmaili, morteza Kimiaei
    NUMERICAL ALGORITHMS, Vol. , 2016
  20. "A FAST CONVERGENT TWO-STEP ITERATIVE METHOD TO SOLVE THEABSOLUTE VALUE EQUATION"
    Hamid Esmaili, ابراهيم محمودآبادي, Mahdi Mirzapour
    University Politehnica of Bucharest Scientific Bulletin-Series A-Applied Mathematics and Physics, Vol. , pp.25-32, 2016
  21. "A nonmonotone trust-region-approach with nonmonotone adaptive radius for solving nonlinear systems"
    morteza Kimiaei, Keyvan Amini, Hamid Esmaili
    Iranian Journal of Numerical Analysis and Optimization - دانشگاه فردوسی مشهد, Vol. , pp.101-119, 2016
  22. "An efficient three-step method to solve system of nonlinear equations"
    Hamid Esmaili, Mahdi Ahmadi
    APPLIED MATHEMATICS AND COMPUTATION, Vol. , 2015
  23. "An efficient adaptive trust-region method for systems ofnonlinear equations"
    Hamid Esmaili, morteza Kimiaei
    INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, Vol. , 2015
  24. "An optimal sixteenth order convergent method to solve nonlinear equations"
    راضيه عرفاني فر, Hamid Esmaili, Mahdi Ahmadi
    Lecturas Matematicas, Vol. , 2015
  25. "A UNIFORM APPROXIMATION METHOD TO SOLVEABSOLUTE VALUE EQUATION"
    ابراهيم محمودآبادي, Mahdi Ahmadi, Hamid Esmaili
    Bulletin of the Iranian Mathematical Society, Vol. , 2015
  26. "An efficient implementation of a trust region methodfor box constrained optimization"
    morteza Kimiaei, Hamid Esmaili
    Journal of applied mathematics and computations, Vol. , 2015
  27. "An Improved Adaptive Trust-Region Method for UnconstrainedOptimization"
    Hamid Esmaili, morteza Kimiaei
    Mathematical Modelling and Analysis, Vol. , 2014
  28. "A cubically convergent class of root findingiterative methods"
    Hamid Esmaili, علي نقي رضايي
    African Journal of Mathematics and Computer Science Research, Vol. , 2014
  29. "A new adaptive trust-region method for system of nonlinearequations"
    Hamid Esmaili, morteza Kimiaei
    APPLIED MATHEMATICAL MODELLING, Vol. , 2014
  30. "An effective trust-region-based approach for symmetricnonlinear systems"
    Masoud Ahookhosh, Hamid Esmaili, morteza Kimiaei
    INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, Vol. , 2013
  31. "A modication of Chebyshev-Halley method free from second derivatives for nonlinear equations"
    Hamid Esmaili, مجيد رستمي
    Caspian Journal of Mathematical Sciences (CJMS), Vol. , pp.52-59, 2013
  32. "A uniparametric family of modifications forChebyshev’s method"
    Hamid Esmaili, علي نقي رضايي
    Lecturas Matematicas, Vol. , 2012

مقالات علمی ارائه شده در همایش‌ها

  1. "An effective method to solve absolute value equations"
    Mahdi Ahmadi, Hamid Esmaili
    2nd National Conference on Mathematics and its Applications Malayer University , Malayer , Iran , May 28 , 2015, 2015
  2. "A modified generalized Newton method to solve the absolute value equation"
    Mahdi Mirzapour, Hamid Esmaili
    The 7th International Conference of Iranian Operations Research Society, 2014
  3. "A uniform approximation method to solve absolutevalue equations"
    Hamid Esmaili
    5th Iranian Conference on Applied Mathematics, 2013
  4. "A cubically convergent class of rootFinding iterative methods"
    Hamid Esmaili, First-Name Last-Name
    5th Iranian Conference on Applied Mathematics, 2013
  5. "A New Fixed Point Method for l_1 -normRegularization Problems in Compressive Sensing"
    Hamid Esmaili, مجيد رستمي
    5th Iranian Conference on Applied Mathematics, 2013
  6. "A smoothing method to solve absolute valuee nation"
    شيما شعباني, Hamid Esmaili
    5th Iranian Conference on Applied Mathematics, 2013
  7. "Linear Programming Problem with Interval Data"
    رعنا فرهادصفت, Hamid Esmaili
    5th Iranian Conference on Applied Mathematics, 2013
  8. "یک روش مرتبه یازده برای حل معادلات غیرخطی"
    راضیه عرفانی فر، حمید اسمعیلی
    دومین همایش ملی ریاضیات و کاربردها دانشگاه ملایر، ایران، ملایر، 7 خرداد، 94، 1394
  9. "جواب های نامنفی معادلات دیوفانتی"
    حمید اسمعیلی
    دومین همایش ملی ریاضیات و کاربردها دانشگاه ملایر، ایران، ملایر، 7 خرداد، 94، 1394
  10. "معرفی و بررسی حلپذیری معادلات قدر مطلقی"
    مهدی میرزاپور، حمید اسمعیلی
    ششمین کنفرانس بین المللی انجمن ایرانی تحقیق در عملیات، 1392
  11. "روشهای تکراری برای محاسبه تجزیه قطبی و ریشه دوم ماتریسهای معین مثبت"
    حمید اسمعیلی
    همایش ملی ریاضیات و کاربردهای آن، 1391