Программист-разработчик PHP (Laravel)

Описание

Curriculum vitae First name Michael Second name Yurievich Surname Andramonov Date of birth 4th January, 1968 Place of birth Kazan, USSR Languages: English -fluent, French, German, Italian -fluent, Spanish, Portuguese, Farsi, Japanese Programmi ng languages: C, C++, Delphi, Python, PHP, Fortran, Matlab, C#, Qt, Java, Javascript, Go, Ruby email michailandramonov@yandex.ru mobile phone +7 917 254 74 73 IQ 141 TOEFL score 617 Education 1989 graduated from Kazan State University, Fac ulty of Computing Mathematics and Cybernetics with first class honours diploma 1989 -1992 post -graduate student, Kazan State University 1993 defended the dissertation of Candidate of Sciences 2001 obtained PhD degree, Ballarat, Australia Career 19 93 -1998 Assistant Professor, Kazan State University 1994 -1995 Postdoctoral Researcher, University of Cambridge, UK 1993 -1994 Researcher, University of Venice, Italy 1997 -2001 Research Fellow, University of Ballarat, Australia 2002 -2007 Mathematician, Saint -Petersburg State University, Russia 2007 -2021 Senior Researcher, Kazan Federal University 1995 -1998 Software Developer, GRETA consulting, Italy 2005 -2018 Software Developer, Afcap Rus, Saint -Petersburg 2001 -2003 Software Developer, Argus Neva 20 03 -2005 Software Developer Madia Entertainment Taught the following courses (incuding lectures): Calculus, Algebra, Geometry, Optimization, Differential Equations, Statitics, Discrete Mathematics, Fuzzy Sets, Object Oriented Programming Conferen ces Mathematical methods in Economics, Narwa, Estonia, 1992 Financial Mathematics, Auronzo di Cadore, Italy, 1994 Financial optimization in the New Independent States, Moscow, 1996 - organizer International Symposium on Mathematical Programming, Laus anne, 1997 APORS Conference, Melbourne, 1997 Optimization Day, Melbourne, 1998 Conference on Mathematical Analysis, SPBOMI, Saint -Petersburg, 2005 MathTools 2017, Saint -Petersburg, 2017 MathTools 2019, Saint -Petersburg, 2019 International Conference on Optimization, Kyoto, 2020 Grants 1998 -1999 personal Chebyshev scholarship 1993 -1994 grаntof the University of Venice 1994 -1995 fellowship of the Royal Society 1996 -1998 Ace Tacis grаntof the EU 1997 -2001 ARC grant, Australia 2002 -2021 grаnts of Russian Foundation for Basic Research Societes member of Saint -Petersburg Mathematical Society, Working Group on Generalized Convexity Main publications 1. Methods of global optimization for some classes of generalized convex functio ns // Book, Kazan, DAS editors, 198p. 2. A statistical approach to increasing survival from cancer // Technical Report, Kazan Federal University, 2020, 30p. 3. An algorithm for nonlinear differential equations // Technical Report, Kazan Federal Un iversity, 2019, 27p. 4. A method for solving non -convex integer programming problems // Technical Report, Kazan Federal University, 2018, 28p. 5. On evolution of plants in carboniferous period // Technical Report, Kazan Federal University, 2018, 22 p. 6. A trust region method for minimizing codufferentiable functions // Izvestiya vuzov ,2004, p.3 -9. 7. Solving nonlinear equations with arbitrary initial point // Siberean J. Of Computing Mathematics, 2005, Vol.5, p.11 -22. 8. On convergence o f tabu search // Saint -Petersburg State Technical University, 1999, p.4 -12 9. Convergence of a numerical abstract convexity algorithm // Izvestiya of Russian Academy of Science , 73, No.1, 2009, 3 -19. 10. M.Andramonov, G.Tamasjan Analytic codif ferentials in Matlab, Computing Methods and Programming, 8, No.1, 2007, 2005. 11. New derivatives of set -valued maps // Technical Report, Kazan Federal University, 2018, 15p. 12. Solving some set -valued differential equations // Technical Report, Kazan Federal University, 2018, 16p. 13. M.Andramonov and A.Rubinov, Minimizing increasing star -shaped functions based on abstract convexity // J. of Global Optimization, Vol.15, 1999, p.19 -39 14. M.Andramonov and A.Rubinov, Lipschitz programming via increasing convex -along -rays functions // Optimizatiom methods and software, Vol. 10, 1999, p.763 -781 15. M.Andramonov, J.Filar, P.Pardalos, A.Rubinov, Hamiltonian cycle problem via Markov chains and min -type approaches // Approximation and Compl exity in Numerical Optimization: Continuous and Discrete Prolems, 2000, p.31 -47 16. M.Andramonov, A.Rubinov and B.Glover, Cutting angle methods in global optimization // Applied Mathematics Letters, 1999, Vol. 12, No.3,p.95 -100 17. A parametric ap proach to global optimization problems of a special kind // Optimization: Contributions from Australasia, Dordrecht, Kluwer Academic publishers, 1999 18. Solving fluid dynamics problems by consecutive global optimization // Technical Report, Kazan, 2 016, 18p. 19. Solving Stefan problem by generalized Galerkin method // Technical Report, Kazan, 2020, 19p. 20. An approach to constructing generalized penalty functions // Optimization and Related functions, Kluwer Academic Publishers, 2000, p.3 -14 21. An approach to increasing survival from COVID // Technical Report, Kazan, 2021, 18p. 22. Tropical geometry and quasi -linear algebra problems // Technical Report, Kazan, 2020, 19p. 23. Algebraic geometry and nonsmooth analysis // Technical Report, Kazan, 2021, 18p. 24. M.Andramonov and M.Corazza Selecting mean variance portfolio by nonlinear mixed integer programming // Materials of Symposium in Modena, 1996, pp.263 -275 25. An approach to compiting economic equilibrium // Technica l Report, Ballarat, 2001, 26p. (there is in my book) 26. Computing fixed points and equilibria in dynamical systems // Technical Report, Kazan, 2018, 15p. 27. Computing attractors and repellers in dynamical systems // Technical Report, Kazan, 2019 , 14p. 28. Evolution of plants in cretaceous period as a dynamical system // Technical Report, Kazan, 2021, 22p. 29. Solving Diofantine equations on a large finite set // Technical Report, Kazan, 1998, 20p. 30. A review of methods of nonlinear i nteger programming // GRETA Consulting, Italy, 1996, 28p. 31. Optimization of non -convex by accelerated cutting angle method // Vestnik. Saint -Petersburg State University, 2006, No.4, pp. 19 -30. 32. On evolution of plants in modern time // Techni cal Report, Kazan, 2021, 18p. 33. Solving problems of quasi -linear algebra // Vestnik. Samara State University, 2005, No.1, pp. 25 -42. 34. An approach to computing economic growth // Technical Report, Kazan, 2015, 21p. 35. An approach to commpu ter understanding of a text // Technical Report, Kazan, 2022, 18p. 36. Mathematical Diagnostics by Fourier and wavelet series // Technical Report, Kazan, 2022, 12p. ========================================================================= ========= I have large experience in software development. I know C,C++ and Python, C#, Qt/QML, SQL, HTML, C++ 11/17, Java, Kotlin, Javascript, Cobol, PHP, CSS, Ruby (on rails), Go, Git, Fortran, Smalltalk, Delphi, Matlab. I created software programs for imag e processing with wavelets (image classification, retrieval, creating films, changing file formats), including 3D graphics. I dealt with computer vision. I dealt with portfolio selection and financial optimization. I am good in embedded programming. I wrote programs for architecture in C++. I solved optimization problems, nonlinear equations, problems in dynamical systems and nonlinear differential equations (in C++). I know parallel programming in MPI and wrote parallel programs for optimization. I have large experience of scientific computing. I wrote Web applications in C#, Java, Javascript, PHP/Symfony, Python/Django, HTML, CSS, jQuery, NODEjs, Vuejs. I know Github and AWS, MVC. I worked with .NET and .NET Core. I know Laravel and Xamarin, Wordpress, CodeIgnator. I know well object -oriented programming. I wrote commercial Web software in C#, Go, PHP, Python and Java/Javascript. I know JavaEE and worked with J2EE. I worked with kafka, spark, kassandra. I worked with APIs, ANGUlAR, FUllStac k, Typescript. I know embedded programming, I worked with microcontrollers. I am good in front -end and back -end development. I know client and server sides. There is enough experience of it(15 years). I worked on the relations of films and pictures w ith the Web. I worked on the connection of databases with the Web. I wrote programs in Ios and Android. i have experience of working with AI. I know SQL/Oracle, MySQL, MongoDB. I know well Web programming. I created sites. I work in C++ 32 years, in C# and Java/Javascript 12 years, in Go,Python/Django and PHP/Symfony 15 years. I know Maven, Git, Jira, Typescript, servlets, XML, PL/SQL. I know well Golang and Ruby on rails. I know Bootstrap, Eclipse, Spring, Springboot, Hibernate. I worked 14 years with Rust. I know JSON, REST, SOAP and APIs. I know Wordpress and DOTCMS. I worked with Dockers and Kubernetes.ave large experience in software development. I know C,C++ and Python, C#, Qt/QML, SQL, HTML, C++ 11/17, Java, Perl, Javascript, Cobol, PHP , CSS, Ruby (on rails), Go, Git, Fortran, Smalltalk, Delphi, Matlab. I have excellent preparation in Algebra, Geometry, including Tensor Analysis, Functional Analysis, Computing Mathematics, Dynamical Systems, Combinatorics and Optimization, Mathe matical Biology and Medicine, nonlinear differential Equations. I know nonsmooth analysis and set -valued analysis. I know well Mathematical Biology. I constructred mathematical models for evolution of plants in the past (carboniferous period) and in present. The models are essentially dynamial systems with parameters. Solving the model leads to understanding of the results of evolution, of the "success" of plants in survival. I am strong in Optimization and Scientific Computing in Fortra n, C++, Python and Visual Basic. I constructed an efficient method for solving Diofantine equations on a large finite set. It uses abstract convex analysis. The initial nonlinear problem is being reduced to a sequence of problems of linear integer programming. A branch -and -cut method is used to cut off regions with no solution. I proposed a new global optimization method, a cutting angle method, which is a powerful tool. It is included in Encyclopedia of Optimization. I constructed sequent ial local optimization methods for nonlinear and nonlinear differential equations. It is a new approach to solving nonlinear equations. I wrote commercial software for optimization, differential equations and image processing.e In Oncology, I prop ose a new approach to increase survival from cancer. It uses Wisconsin Breast Cancer Database. I developed new methods of nonsmooth and set -valued analysis. I computed quasi -differentials and co -differentials. I optimized efficiently nonsmooth non -convex functions. Also I solved set -valued differential equations. I proposed a new approach to differentiating set -valued maps. I solved nonlinear integer programming problems by branch -and -cut and abstract convexity. I like your team and salary. I think my experience and abilities will be most useful to you. ========================================================================= ========= I have a strong background in Mathematical Economics. I am a disciple of Alex Rubinov, who is famous in the field. I graduate from Economic Cybernetics department. I worked in Finance in Italy. I have excellent preparation in Algebra, including Tensor Analysis, Geometry, Functional Analysis, Computing Mathematics, Dynamical Systems, Combinatorics and Optimization, Mathematical Biology and Medicine, nonlinear differential Equations. I know nonsmooth analysis and set -valued analysis. I know well Mathematical Biology. I am strong in Optimization and Scientific Computing in Fortran, C++, Python and Delphi. In Biology, I constructed a mathematical model of evolution of plants. It explains the competition between plants and determines, what will win it. I know well the dynamical systems in biology. I have strong backgound in Botany. I constructed an efficient method for solving Diofantine equations on a large finite set. It uses abstract convex analysis. The initial nonlinear problem is being reduced to a sequence of problems of linear integer programming. A branch -and -cut m ethod is used to cut off regions with no solution. I proposed a new global optimization method, a cutting angle method, which is a powerful tool. It is included in Encyclopedia of Optimization. I constructed sequential local optimization methods for linear and nonlinear differential equations. It is a new approach to solving nonlinear equations. I wrote commercial software for optimization, differential equations and image processing. In Oncology, I propose a new approach to increase surv ival from cancer. It uses Wisconsin Breast Cancer Dataset. I developed new methods of nonsmooth and set -valued analysis. I can optimize efficiently nonsmooth non -convex functions. It is possible also to solve set -valued differential equations. I pr oposed a new approach to differentiating set -valued maps. I solve nonlinear integer programming problems by branch -and -cut and abstract convexity. ============================================== Teaching statement I have good teaching abilities. I teach students from 1993. I delivered lectures on Algebra, Geometry, Optimization, Differential Equations, Discrete Mathematics, Fuzzy Sets, Statistics and Object Oriented Programming.I prepared lectures well in advance. Most students obtained excel lent marks. I organized practical lessons on Financial Mathematics, Calculus, Algebra, Geometry, Discrete Mathematics, Programming. We easily computed integrals, solved systems of linear equations and wrote programs. ============================== ===================== PhD diploma This is to certify that Andramonov Michael was admitted to the degree of Doctor of Phylosophy 21st December, 2001 University of Ballarat, Australia ====================================================== =============