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Arsen Mokatsian
Position: Senior Scientific Researcher

Phone: (+374 10) 536223, (+374 77) 317857
E-mail: arsenmokatsian@gmail.com




  Titles, Degree

Doctor of Philosophy (Ph.D.) in Mathematics

 
  Education

Yerevan Polytechnical Institute, Faculty of  technical cybernetics

 
  Professional Experience

Senior Scientific Researcher   Institute for Informatics and  Automation Problems (IIAP) (2014 – at present )

Scientific Researcher   IIAP  (1993-2014)

Junior Scientific Researcher   IIAP  (1975-1993)
 
  Research Interests

Recursion Theory, Degrees of Unsolvability

 
  Selected Publications
Мокацян А.А., Некоторые свойства релятивизованных сложностей Колмогорова. Доклады АН Арм. ССР, т. LXIV, №2, 77-80, 1977.

Мокацян А.А., О  w-митотических, но не btt-митотических рекурсивно-перечислимых множествах. Сб. “Математи-ческие вопросы кибернетики и вычислительной техники”, Ереван,  т. X, 143-151, 1982.

Мокацян А.А., Нетотальность и минимальные  m-покрытия. Сб. “Математические вопросы кибернетики и вычислительной техники”, Ереван,  т. XVI, 68-75, 1986.

Mokatsian A.H., On upper cone of degrees containing T-mitotic but not wtt-mitotic sets. Proceedings of the International Conference on Computer Science and Information Technologies CSIT’07, pp.55-56. Publishing House of  NAS of  RA, Yerevan, 2007.

Mokatsian A.H., On upper cone of T-degrees containing wtt-mitotic but not tt-mitotic sets. Proceedings of the International Conference on Computer Science and Information Technologies CSIT’09, pp.54-56. Publishing House of  NAS of  RA, Yerevan, 2009.

Mokatsian A.H., On hypersimple wtt-mitotic sets which are not tt-mitotic. International Journal “Information Theories and Applications” (ITHEA), vol. 17, N. 3, pp. 215-225, Sofia, 2010.

Mokatsian A.H., T-completeness and tt-mitotic sets which are not btt-mitotic. Proceedings of the International Conference on Computer Science and Information Technologies CSIT’11, pp.52-54. Publishing House of  NAS of  RA, Yerevan, 2011.

Mokatsian A.H., On the existence of the tt-mitotic low set, which is not btt-mitotic. Proceedings of the International Conference on Computer Science and Information Technologies CSIT’13, pp.34-36. Publishing House of  NAS of  RA, Yerevan, 2013.

Mokatsian A.H., On the existence of the tt-mitotic low set, which is not btt-mitotic (Revised version), http://ieeexplore.ieee.org/xpl/articleDetails.jsp?arnumber=6710333 pp. 1-4, Publisher: IEEE, 2014.

Mokatsian A.H., On the tt-complete set which is tt-mitotic but not btt-mitotic. (Revised version).  http://ieeexplore.ieee.org/xpl/mostRecentIssue.jsp?punumber=7321956  pp. 37 - 40 , Publisher: IEEE, Date Added to IEEE Xplore: 17 December 2015.
 
News
On May 7, 2026 at 15:00 the general seminar of IIAP will be held (the seminar's room, IV floor).

On the agenda there is the report of Hovhannes Abgaryan on "Development of Computational Means for Automated Determination of Moore-penrose Complex One-Parameter Generalized Inverse Matrices".







Call for Papers – CODASSCA 2026 | Yerevan


We invite researchers and practitioners to submit their work to the 5th CODASSCA Conference, focused on data-driven and human-centered technologies.

Submission deadline:
May 1, 2026

Accepted papers
IEEE Xplore

Includes PhD/Master’s/Bachelor’s Forum + IoT Health Workshop

See full details in the attached announcement



                                                           
CONTACTS
  • 0014, Yerevan, Republic of Armenia, 1, P. Sevak str.
  • Phone: (+37410) 28-20-50
  • E-mail: iiap@sci.am
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