Modeling the Dynamics of Processes in the Labor Market at the State Level, Applying a Model of Competition with Self-Regulation of Numbers

Authors

  • Nabi Saidkarimovich Ziyadullaev

  • Nikolay Vasilyevich Lyasnikov

  • Evgeniy Danilovich Katulsky

  • Nataliya Vladimirovna Vysotskaya

  • Olga Anatolievna Pak

  • . .

Received date: December 25, 2018

Accepted date: December 25, 2018

Published date: December 3, 2018

DOI:

https://doi.org/10.14419/ijet.v7i4.38.24753

Keywords:

Dynamics of numbers, Economic and mathematical modeling, Growth.

Abstract

The article reviews possibilities of economic and mathematical modeling in labor market management. A model of the dynamics of processes in the labor market at the state level, applying a model of competition with self-regulation of numbers, is presented.

 

References

  1. [1] Ermolaeva SG (2015), Rynok truda [Labor market]. Yekaterinburg: Publishing House of Ural University.

    [2] Kapelyushnikov R & Oschepkov A (2014), Rossiyskiy rynok truda: paradoksy postkrizisnogo razvitiya [Russian labor market: paradoxes of post-crisis development]. Issues of Economics 7, 66-92.

    [3] Dudin MN, Prokof'ev MN, Fedorova IJ & Frygin AV (2014), The world experience of transformation of innovative approaches to assurance of financial stability of social economic systems. Life Science Journal 11(9), 370-373.

    [4] Dudin MN, Frolova EE, Kucherenko PA, Vernikov VA & Voykova NA (2016), China in Innovative Development of Alternative Energy Advanced Industrial Technologies. International Journal of Energy Economics and Policy 6(3), 537-541.

    [5] Fedoseev VV (2005), Ekonomiko-matematicheskiye modeli i prognozirovaniye rynka truda [Economic and mathematical models and labor market forecasting]. Moscow: High School Textbook.

    [6] Boeters S & Savard L (2012), The Labour Market in Computable General Equilibrium Models. In: P.B. Dixon, D. Jorgenson (eds.), Handbook of Computable General Equilibrium Modeling. Netherlands: North Holland, pp. 1645-1711.

    [7] Rodionova LB & Rodionova OE (2007), Metodika integralnoy otsenki napryazhennosti na rynke truda v regione [Method of integral assessment of tension in the labor market in the region]. Human and Labor 10, 23-25.

    [8] Hendry DF (2000), Econometric Modelling. Nuffield College, Oxford University.

    [9] Gorelova GV & Mandel MV (2012), Imitatsionnoye modelirovaniye kak instrument issledovaniya regionalnogo rynka truda [Simulation modeling as a tool for studying the regional labor market]. Bulletin of Adyghe State University: Economics 4 (111), 230-240.

    [10] Balatsky EV (1996), Regulirovaniye zanyatosti v svete teorii multiplikatora [Regulation of employment in the context of the multiplier theory]. World Economy and International Relations 4, 53-67.

    [11] Balatsky EV (2006), Neravnovesnyye tseny i gibkost ekonomicheskikh rynkov [Nonequilibrium prices and flexibility of economic markets]. Problems of Forecasting 6, 67-82.

Downloads

How to Cite

Saidkarimovich Ziyadullaev, N., Vasilyevich Lyasnikov, N., Danilovich Katulsky, E., Vladimirovna Vysotskaya, N., Anatolievna Pak, O., & ., . (2018). Modeling the Dynamics of Processes in the Labor Market at the State Level, Applying a Model of Competition with Self-Regulation of Numbers. International Journal of Engineering and Technology, 7(4.38), 682-684. https://doi.org/10.14419/ijet.v7i4.38.24753

Received date: December 25, 2018

Accepted date: December 25, 2018

Published date: December 3, 2018