BIFURCATIONWe generalize a result on bifurcation from infinity of high order ordinary differential equations with multi-point boundary conditions. Our abstract setting represents a variant of Nonlinear Krein-Ruthman theorems. Furthermore, an analysis of this abstract setting raises an open question ...
S. Rybicki, On Bifurcations From Infinity For SO(2)-equivariant Potential Operators, Non- linear Anal. 31, no. 3/4, (1997), 343-361,S. Rybicki, On bifurcation from infinity for S1-equivariant potential operators, accepted for publication in Nonlinear Anal. Z1997.....
Symmetry, bifurcation, and multi-agent decision-making 01:07:37 Landau--Ginzburg A and B models of the simple--elliptic singularities 01:26:03 Integers in many-body quantum physics 01:00:49 BCData 2018 Career Panel 01:11:06 Class Numbers of Certain Quadratic Fields 01:00:15 Depth...
摘要: We obtain the bifurcation of some special curves on generic 1-parameter families of surfaces in the Minkowski 3-space. The curves treated here are the locus of points where the induced pseudo metric is degenerate, the discriminant of the lines principal curvature, the parabolic curve and ...
Pointwise Growth and Uniqueness of Positive Solutions for a Class of Sublinear Elliptic Problems where Bifurcation from Infinity Occurs In this paper we analyze the uniqueness and the pointwise growth of the positive solutions of a nonlinear elliptic boundary‐value problem of general subli... J Garc...
Multiple results have been obtained for this L-V model, which discusses the stability of a constant steady state, the existence of non-constant positive steady states, and the Turing bifurcation with its pattern. Moreover, to reveal the nonlinear dynamics and complex bifurcation phenomena of (1.3...
Shift from Lunar to Solar Zodiac Imprints During the month of October [2023], the planet endured the next stage of Bifurcation, where there was another major event with the Separation of Worlds between the Lunar Matrix distortions of the 3D zodiacal calendar positions and another new formation wi...
Curved double-walled carbon nanotubes (CDWCNTs) are crucial components in nanoelectronics, mechanical sensors, and composite materials due to their unique geometry and structural properties. Electron microscopy images have revealed that carbon nanotubes are rarely perfectly straight, often exhibiting curvature...
From the general theory of isoparametric functions we know that the only zeros of the function b:[t0,t1]→R+ are t0 and t1, which Bifurcation points In this section we will use local bifurcation theory (as can be found for instance in [1], [34]) to prove Theorem 1.1. We fix a pr...
Theoretical Analysis such as calculus, bifurcation analysis Writings, Blog and Web [TOC] Julia: epirecipes/sir-julia: Various implementations of the classical SIR model in Julia jangevaare/Pathogen.jl: Simulation, visualization, and inference tools for modelling the spread of infectious diseases wi...