Zobrazeno 1 - 10
of 50
pro vyhledávání: '"Bushmarin On"'
Autor:
I. Bushmarin
Publikováno v:
World Economy and International Relations. :48-52
Autor:
I. Bushmarin
Publikováno v:
World Economy and International Relations. :66-73
Autor:
I. Bushmarin
Publikováno v:
World Economy and International Relations. :91-100
Autor:
I. Bushmarin
Publikováno v:
World Economy and International Relations. :53-59
Publikováno v:
Entrepreneurship Theory and Practice. 20:43-56
Since Rotter (1954) first introduced his theory of social learning, there has developed an extensive body of research surrounding the central construct of locus of control. Perceived internal locus of control is defined as the personal belief that on
Autor:
P I, Orlovskiĭ, V V, Gritsenko, F G, Uglov, S M, Lazarev, V V, Davydenko, K Iu, Senchik, O N, Bushmarin, N P, Galin, A D, Iukhnev, V V, Ziabrikov
Publikováno v:
Vestnik khirurgii imeni I. I. Grekova. 157(1)
The use of an original device developed by the authors which was introduced in the blood flow in experiments in dogs has confirmed the presence of coiled blood flow in different parts of the aorta. The rate, direction and angle of coiling were calcul
Publikováno v:
Entrepreneurship: Theory & Practice; Fall95, Vol. 20 Issue 1, p43-56, 14p, 3 Charts
Autor:
O. N. Bushmarin, Yu. V. Saraev
Publikováno v:
Journal of Engineering Physics. 27:871-876
An approximate calculation method is described for an unsteady laminar boundary layer in an incompressible liquid. The method is based on the integration of a “universal” equation.
Autor:
O. N. Bushmarin, V. V. Zyabrikov
Publikováno v:
Journal of Engineering Physics. 36:678-682
A method is proposed for the analysis of a periodic laminar boundary layer, refining the conventional methods of Lin, Rayleigh, and Hill and Stenning and providing a basis for the unification of those methods.
Autor:
V. M. Stoletov, O. N. Bushmarin
Publikováno v:
Journal of Engineering Physics. 34:188-192
The results of the integration of a “segment” of a universal equation in purely differential form for a nonstationary laminar boundary layer are presented and analyzed.