Petr Ivankov

Candidate of Science

I think that freedom is the most valuable. I know a lot of cases when people leave freedom themselves. I am writing stories about it in Russian. Maybe I will translate these stories in English. I know cases when loss of freedom had been equal to loss of life or a miserable existence. Now I inspire young talents and explain them that freedom is most valuable by my own experience. Many talents in USSR had no possibility of self-actualization. For example my work was in fact idleness. Since my chiefs did not require me real work I spent time for self education. I had had a lot of time for it. My idleness could leave me freedom. I had noticed that idleness of my friends left them freedom. I did not know would my self education be useful. But now it is very useful. I can resolve a lot of problems which cannot be resolved by my collegaues.

My dream was teaching of young scientist. This dream had not been implemented formally. I become to teach young talents informally. My pupils are engaged in different branches of sciences. You can find some their works on my site http://www.mathframe.com/ My CodeProject articles
http://www.codeproject.com/script/Articles/MemberArticles.aspx?amid=3080377

contain result of my collaborative work with my pupils. They have a little experience yet. The most experienced my pupil is my son Nikolay. He is a Ph D student.

Also I am writing histories of life of my pupils. These histories are written in Russian. Later I will translate these histories in English. I also wrote a histories of my own life (only Russian now). But I have interest to people with difficult history of life. May be some people will write your own history.

My English is not yet enough good for writing literary work. But I shall improve it since many people find my stories very interesting.

Research skills

IT

http://www.codeproject.com/script/Articles/MemberArticles.aspx?amid=3080377
Statistical

http://www.codeproject.com/KB/cs/UniversalFramework.aspx, http://www.codeproject.com/KB/cs/UniversalEnggFrmwork6.aspx
Other

http://arxiv.org/find/all/1/au:+Ivankov_Petr/0/1/0/all/0/1

Research interests

Interests

1) Interdisiplinary integration http://www.codeproject.com/script/Articles/MemberArticles.aspx?amid=3080377 http://www.mathframe.com/articles/usef/documentation/usef.pdf http://www.mathframe.com/articles/top_down_paradigm/top_down_paradigm.pdf, Internet, World Wide Web, Image Processing, Scientific Visualization, Algebraic (Symbolic) Computation, Computational Mathematics

Research experience

Teaching: Informal help to young talents. Works of my pupils you can find at my homepage http://www.mathframe.com/

Education

Dec 2000

Vested Development Inc.

Higher school of programming (Java Developer)

Russia · Moscow
Sep 1981–
Sep 1985

Central Scientific Research Institute for Machine Building

Flight Dynamics and Control · Ph D

Russia · Korolev
Sep 1972–
Feb 1978

MOSCOW STATE FOREST UNIVERSITY

Control Systems · Engineer

Russia · Moscow

Other

Languages

Russian, English
Scientific Memberships

1) Seminar "Quantim functional analysis"*
2) Seminar "Noncommutative geometry and topology"* http://higeom.math.msu.su/seminars/russian.html#ngt

* Lomonosov Moscow State University http://www.msu.ru/en/
Other Interests

Writing a stories about real life. I wrote a lot of stoties in Russian. Maybe I will translate them. My friends find my stories contain psychology and phylosophy., www.arxiv.org, 1) Parallel Lives by Plutarch http://en.wikipedia.org/wiki/Plutarch#Parallel_Lives

2) The Gate to Cæsar by Julius Caesar

3) History of Herodotus http://en.wikisource.org/wiki/History_of_Herodotus

4) K. Waliszewski

* «Роман одной императрицы» (1892);
* «Вокруг трона. Екатерина II» (1894);
* «Петр Великий» (1897);
* «Елизавета Петровна» (1902);
* «Иван Грозный» (1904);
* «Смутное время» (1911)

Publications

Top-down Paradigm in Engineering Software Integration

Petr R. Ivankov

08/2009;

The top-down approach of engineering software integration is considered in this parer. A set of advantages of this approach are presented, by examples. All examples are supplied by open source code. Comment: 29 pages, 44 figures, 5 references... [more] The top-down approach of engineering software integration is considered in this parer. A set of advantages of this approach are presented, by examples. All examples are supplied by open source code. Comment: 29 pages, 44 figures, 5 references

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Optimizing Compiler for Engineering Problems

Petr R. Ivankov

09/2008;

New information technologies provide a lot of prospects for performance improvement. One of them is "Dynamic Source Code Generation and Compilation". This article shows how this way provides high performance for engineering problems.... [more] New information technologies provide a lot of prospects for performance improvement. One of them is "Dynamic Source Code Generation and Compilation". This article shows how this way provides high performance for engineering problems.
Coverings in Noncommutative Geometry

Nikolay P.Ivankov, Petr R. Ivankov

International conference on Di�erential Equations and Topology, Moscow, http://pont2008.cs.msu.ru/en, http://www.mathframe.com/articles/noncommutative/conjecture2.pdf; 01/2008

A Spectral Triple was firstly introduced by Alain Connes as a generalization of Riemann manifold, or, in other words, a quantization of a Riemannian manifold. The idea is follows: Having a Riemann manifold M, one may consider an algebra of smooth functions on M. This algebra is, obviously, commutati... [more] A Spectral Triple was firstly introduced by Alain Connes as a generalization of Riemann manifold, or, in other words, a quantization of a Riemannian manifold. The idea is follows: Having a Riemann manifold M, one may consider an algebra of smooth functions on M. This algebra is, obviously, commutative. Roughly speaking, Alain Connes suggested to consider a case when a commutative algebra is replaced by a noncommutative one, preserving the main properties of manifolds.
The framework for simulation of dynamics of mechanical aggregates

Petr R. Ivankov, Nikolay P. Ivankov

02/2007;

A framework for simulation of dynamics of mechanical aggregates has been developed. This framework enables us to build model of aggregate from models of its parts. Framework is a part of universal framework for science and engineering.... [more] A framework for simulation of dynamics of mechanical aggregates has been developed. This framework enables us to build model of aggregate from models of its parts. Framework is a part of universal framework for science and engineering.
The virtual reality framework for engineering objects

Petr R. Ivankov, Nikolay P. Ivankov

01/2007;

A framework for virtual reality of engineering objects has been developed. This framework may simulate different equipment related to virtual reality. Framework supports 6D dynamics, ordinary differential equations, finite formulas, vector and matrix operations. The framework also supports embedding... [more] A framework for virtual reality of engineering objects has been developed. This framework may simulate different equipment related to virtual reality. Framework supports 6D dynamics, ordinary differential equations, finite formulas, vector and matrix operations. The framework also supports embedding of external software.
OPERATOR ALGEBRAS AND TOPOLOGY

Nikolay Ivankov, Petr Ivankov

Coverings in noncommutative geometry, Moscow; 01/2007

An alalogue of unramified coverings [1] of spectral triples [2] has been introduced. This analogue enables us to denote fundamental group of spectral triples and unoriented spectral triples. It was shown that in commutative case this fundamental group is a profinite completion of fundamental group o... [more] An alalogue of unramified coverings [1] of spectral triples [2] has been introduced. This analogue enables us to denote fundamental group of spectral triples and unoriented spectral triples. It was shown that in commutative case this fundamental group is a profinite completion of fundamental group of corresponding Riemann manifold. Fundamental group of noncommutative torus has been calculated.

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The Noncommutative Geometry Generalization of Fundamental Group

Petr R. Ivankov, Nickolay P. Ivankov

05/2006;

A notion of fundamental group of spectral triples has been introduced. The notion uses a noncommutative analogue of unramified coverings. It was shown that in commutative case this fundamental group is a profinite completion of fundamental group of corresponding Riemann manifold.... [more] A notion of fundamental group of spectral triples has been introduced. The notion uses a noncommutative analogue of unramified coverings. It was shown that in commutative case this fundamental group is a profinite completion of fundamental group of corresponding Riemann manifold.