Issakhov Assylbek
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Name |
Issakhov Assylbek |
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Post
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Teaching area and designation |
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Academic career
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Initial academic appointment |
Institution |
Year |
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Student |
Al-Farabi Kazakh National University, Almaty, Kazakhstan |
2004 - 2008 |
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PhD
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Al-Farabi Kazakh National University, Almaty, Kazakhstan |
2012 - 2015 |
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Master |
Al-Farabi Kazakh National University, Almaty, Kazakhstan |
2008 - 2010 |
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Research and development projects over the last 5 years
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Name of project or research focus |
Period and any other information |
Partners, if applicable |
Amount of financing |
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Computability and Algebraic Structures |
2012 - 2014 |
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25 million tenge per year |
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Organization and carrying out computer tests for technical data on urban traffic |
since 2014 |
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1 963 000 tenge per year |
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Algorithmic and model-theoretic properties of algebraic structures |
since 2015 |
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14 million tenge per year |
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Equivalence relations, preordered structures, and algorithmic reducibilities on them, as a mathematical model of databases |
since 2015 |
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10 million tenge per year |
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Important publications over the last 5 years
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Selected recent publications |
Author(s) |
Title |
Publisher, place of publication, date of publication or name of periodical, volume, issue, page numbers |
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1 |
Issakhov Аs.А. |
Friedberg numberings of the family of total functions in the arithmetical hierarchy |
News of the National Academy od sciences of the Republic of Kazakhstan, series of phys. and math., vol. 293, no. 1, 2014, pp. 8-11. |
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2 |
Issakhov A. |
Some computable numberings of the families of total functions in the arithmetical hierarchy |
Bulletin of Symbolic Logic, vol. 20, no. 2, June 2014, pp. 230-231. |
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3 |
Issakhov Аs.А. |
Some properties of computable numberings of the families of total functions in the arithmetical hierarchy |
KazNU Bulletin, math. mech. inf. series, vol. 81, no. 2, 2014, pp. 62-65. |
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4 |
Badaev S.A., Issakhov Аs.А. |
On А-computable numberings |
Collection of Abstracts of International Conference MAL’TSEV MEETING dedicated to 75th anniversary of Yuri L. Ershov, Novosibirsk, Russian Federation, May 3-7, 2015, p. 61. |
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5 |
Issakhov A. |
Ideals without minimal numberings in the Rogers semilattice |
Bulletin of Symbolic Logic, vol. 21, no. 1, March 2015, pp. 73-74. |
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6 |
Issakhov Аs.А. |
Minimal elements in the Rogers semilattices of the generalized computable families of total functions |
Collection of Abstracts of International Conference «Actual problems in mathematics and mathematical modeling», Almaty, Kazakhstan, July 1-5, 2015, pp. 177-178. |
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7 |
Issakhov Аs.А. |
An example on existence of a Sigma^0_n+2 –computable family of total functions whose Rogers semilattice contains an ideal without minimal elements |
International journal of mathematics and physics, vol. 6, no. 1, 2015, pp. 30-32. |
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8 |
Issakhov Аs.А. |
Minimal elements and minimal covers in Rogers semilattices |
News of the National Academy od sciences of the Republic of Kazakhstan, series of phys. and math., vol. 301, no. 3, 2015, pp. 62-65. |
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