Raimova Gulnora Mirvaliyevna

Raimova Gulnora Mirvaliyevna

    Raimova Gulnora Mirvaliyevna

    Raimova Gulnora Mirvaliyevna

    KAFEDRA: “Tizimli tahlil va matematik modellashtirish” kafedra mudiri

    MUTAXASSISLIGI

    Stoxastik modellash

    Ekonometrik modellar

    Qimmatbaho qo’gozlar bozori modellari

    FANLAR

    Stoxastik modellash

    Ekonometrik modellar

    Qimmatbaho qo’gozlar bozori modellari

    BOG'LANISH: graimova@uwed.uz

    LinkedIn, Google Scholar, Research Gate, Scopus, Academia, Web of Science, ORCID.

    Tarjimai hollar

    Raimova Gulnora Mirvaliyevna, fizika-matematika fanlari doktori, professor, “Tizimli tahlil va matematik modellashtirish” kafedrasi mudiri lavozimida ishlaydi. 1997 yildan beri Jahon iqtisodiyoti va diplomatiya universitetining "Informatika", "Iqtisodda miqdoriy usullar", "Matematik modellashtirish va informatika" kafedralarida qisqa muddatli tannafuslar bilan ishlab kelmoqda. 

    G.Raimovaning ilmiy faoliyati doirasida O'zbekiston Respublikasi Fanlar akademiyasining matematika institutining bir qator fundamental loyihalarda ishtirok etgan va etmoqda. Uning 120 dan ziyod ilmiy maqola va tezislari ilmiy nashrlarda chop etilgan, ilmiy mavzu doirasida yaratgan 12 ta dasturiy ta'minot uchun "O'zbekiston Respublikasi intellektual mulk agentligi" tomonidan taqdim etilgan mualliflik guvohnomalariga ega.

    G.Raimova "Ehtimollar nazariyasi va matematik statistika", "Oliy matematika", "Iqtisodda miqdoriy usullar", "Ekonomertika", "Moliyaviy matematika", "Tizimli tahlil", "Boshqaruvda qarorlar qabul qilish" kabi fanlarga oid darslik, o'quv hamda o'quv-uslubiy qo'llanmalar muallifi.

    Ilmiy nashrlar

    Rasulov A. S., Mascagni M., Raimova G. Monte Carlo Methods for Solution Linear and Nonlinear Boundary Value Problems. monograph – University of World Economy and Diplomacy, 2006.

    A.S. Rasulov, G.M.Raimova, M. Mascagni, «Monte-Carlo solution of Cauchy problem for a nonlinear parabolic equation» // J. Math. Modelling and Simulation IMAC Elsevier, North Holland, Volume 80, Issue 6 (February 2010), p.1118-1123, ISSN 0378-4754.

    G. M. Raimova «Probabilistic Representation of the Solution of the Initial-Boundary Value Problem for the System of Parabolic Equations» // J. Theory Probab. Appl. 57-4 (2013), pp. 688-697J. Theory Probab. Appl. 57-4 (2013), pp. 688-697

    Gulnora Raimova. Variance reduction methods at the pricing of weather options. 1(21) 2011, Applied Econometrics.

    A.Rasulov, G.Raimova.  «Monte-Carlo solution of the Neumann problem for nonlinear Helmholts equation» // AIP Conference Proceedings 1557, 320 (2013).

    A.Rasulov, A.Kilicman, Z.Eshkuvatov, G.Raimova, «A New Algorithm for System of Integral Equations» // Abstract and Applied Analysis, Volume 2014 (2014).

    A.Rasulov, G.Raimova, «Monte Carlo solution of the Neumann problem for the nonlinear Helmholtz equation»   // J. Mathematics and Computers in Simulation, Volume 117, November 2015, Pages 1–9, IMAC, Elsevier, North Holland.

    G.Raimova «Probabilistic Approach to Solution of the Neumann Problem for some Nonlinear Equation» // A Taylor & Francis Journal: Communications in Statistics--Simulation and Computation, Volume 45, 2016 - Issue 8.

    Sh. Formanov, A.Rasulov, G.Raimova  «Solution of initial-boundary value problems for nonlinear parabolic equations by method of statistical modeling» //“Proceedings of IAM (Institute of Applied Mathematics)”.  Contents V1, N.2, 2012, р. 203-218.

    A.Rasulov, G.Raimova. Monte Carlo Approach for the Pricing of the European Options, Proceeding of  International Conference on Computational and Mathematical Methods in Science and Engineering Costa Ballena, Cadiz, Spain, July 4– 8, 2016, p.1038-1046.

    A. Rasulov, G,Raimova, «Monte Carlo method for solution of initial–boundary value problem for nonlinear parabolic equations», J. Mathematics and Computers in Simulation, April 2017.

    Rasulov A., Raimova G., Bakoev M. (2019) Monte Carlo Solution of Dirichlet Problem for Semi-linear Equation. In: Dimov I., Faragó I., Vulkov L. (eds) Finite Difference Methods. Theory and Applications. FDM 2018. Lecture Notes in Computer Science, vol 11386. Springer, Cham 2. Pages 443-451.

    Abdujabar Rasulov, Gulnora Raimova, and Matyokub Bakoev.  Solution of some semi-linear Dirichlet problem by Monte Carlo method // AIP Conference Proceedings 2293, 420107 (2020); Published Online: 25 November 2020 

    A.Rasulov, G.Raimova.  Probabilistic models for numerical solution of boundary value problems for a system of elliptic equations. J. Global and Stochastic Analysis Vol. 8 No. 3 (December, 2021) Special Issue: Modern Stochastic Models and Problems of Actuarial Mathematics. 77-85p.

    Abdujabar Rasulov, and Gulnora Raimova. Monte Carlo methods for pricing weather derivatives. AIP Conference Proceedings 2365, 020017 (2021); Volume 2365, Issue 1, 10.1063/5.0057009. Published Online: 16 July 2021. doi.org/10.1063/5.0057009.