Results 271 to 280 of about 60,891 (313)

Education at the Point of Bifurcation

Russian Education & Society, 2011
Educational reforms in Russia are attempting to establish a basis for an education that provides for the needs of the economy and society, but more attention needs to be given to the ways in which education can aid in the development of the human potential in all its spheres of endeavor.
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POLYNOMIALS OF THE BIFURCATION POINTS OF THE LOGISTIC MAP

International Journal of Bifurcation and Chaos, 2011
The bifurcation points of the logistic map are algebraic, but little has been proven about the polynomials they satisfy. We find the degrees of these polynomials show that their roots come in pairs whose mean is one, put constraints on the size and prime factors of their constant coefficients, and record the number of real roots.
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Bifurcation Diagram of a Map with Multiple Critical Points

International Journal of Bifurcation and Chaos, 2018
In this work a conjecture to draw the bifurcation diagram of a map with multiple critical points is enunciated. The conjecture is checked by using two quartic maps in order to verify that the bifurcation diagrams obtained according to the conjecture contain all the periodic orbits previously counted by Xie and Hao for maps with four laps.
M. Romera, G. Pastor, Marius-F. Danca, Agustín Martín 0001, A. B. Orue, Fausto Montoya Vitini, Luis Hernández Encinas, Emanuel Tundrea   +7 more
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Investigation of bifurcation points

1969
In sections 16 and 17 we encountered bifurcation points. In diagrams which represent the solutions depending on some parameter e, say, there exist special values of this parameter, es, where solutions coincide which for e ≠ es are of different character. Looked at e = es from another point of view we might say that at e = es a new solution branches off
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Bifurcation and Critical Point

2012
In Chap. 4, we use bifurcation and critical point theory together to study the structure of the solutions of elliptic equations; also we have results on three sign-changing solutions.
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Counting Central Configurations at the Bifurcation Points

Acta Applicandae Mathematicae, 2016
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Bifurcation Points on the Maclaurin Sequence

Publications of the Astronomical Society of Japan, 1984
Abstract All bifurcation points on the Maclaurin spheroidal sequence are calculated. Deformation types can be expressed by associated Legendre functions, i.e., Pnmηcos mϕ..
Izumi Hachisu, Yoshiharu Eriguchi
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Computation of multiple bifurcation point

Engineering Computations, 2006
PurposeThe aim of this paper is to develop a new method for finding multiple bifurcation points in structures.Design/methodology/approachA brief review of nonlinear analysis is presented. A powerful method (called arc‐length) for tracing nonlinear equilibrium path is described.
M. Rezaiee‐Pajand, H.R. Vejdani‐Noghreiyan   +1 more
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Bifurcation points of Hammerstein equations

Integral Equations and Operator Theory, 1993
We apply global bifurcation theorems to systems of nonlinear integral equations of Hammerstein type involving a scalar parameter. To this end, we give sufficient conditions for the continuous dependence, compactness, Fréchet differentiability, and asymptotic linearity of the corresponding operators, which are more general than in the classical setting.
Appell, Jürgen, Zabrejko, Petr P.
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The homoclinic twist bifurcation point

1992
We analyze bifurcations occurring in the vicinity of a homoclinic twist point for a generic two parameter family of Z 2 equivariant ODE’s in four dimensions. The results are compared with numerical results for a system of two coupled Josephson junctions with pure capacitive load.
Aronson, D.G., van Gils, S.A., Krupa, M.
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