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LCSH_x
Source : DANS

The cyclomatic number of connected graphs without solvable orbits

Karolyi, Gyula et al. (1 janv. 2007)

A graph is without solvable orbits if its group of automorphisms acts on each of its orbits through a non-solvable quotient. We prove that there is a connected graph without solvable orbits of cyclomatic number c if and only if c is equal to 6, 8, 10, 11, 15, 16, 19, 20, 21, 22, or is at least 24, ...

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Source : DANS

Slow time-periodic solutions of the Ginzburg-Landau equation

Doelman, A. (1989)

In this paper we study the behaviour of solutions of the form if(z, t) = q~(z) e- i~wt (e ...

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Source : DANS

A study of resonance tongues near a Chenciner bifurcation using MatcontM

Govaerts, W. et al. (24 juil. 2011)

MatcontM is a matlab toolbox for numerical analysis of bifurcations of fixed points and periodic orbits of maps. It computes codim 1 bifurcation curves and supports the computation of normal coefficients including branch switching from codim 2 points to secondary curves. Recently, the initialization ...

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Source : DANS

Epistemic Compatibilism

Vasiliauskaitė, Giedrė (1 déc. 2011)

textabstractKnowledge is important for us, human beings, for a variety of reasons, starting with trivial but necessary reasons to live your life (knowing not to cross the street when the traffic light is red, knowing that water quenches thirst, knowing where you left your bicycle last night, knowing ...

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Source : Numdam

Periodic orbits close to elliptic tori and applications to the three-body problem

Berti, Massimiliano et al. (2004)

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Source : DANS

Monodromy, Hecke orbits and Newton polygon strata

Oort, F. (2003)

Bonn, 24-II-2003

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Source : DANS

Skipping Orbits, Traversing Trajectories, and Quantum Ballistic Transport in Microstructures

Beenakker, C.W.J. et al. (1989)

Three topics of current interest in the study of quantum ballistic transport in a two-dimensional electron gas are discussed, with an emphasis on correspondences between classical trajectories and quantum states in the various experimental geometries. We consider the quantized conductance of point ...

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Source : DANS

Bifurcations in dynamical systems with parametric excitation

Fatimah, Siti (9 déc. 2002)

This thesis is a collection of studies on coupled nonconservative oscillator systems which contain an oscillator with parametric excitation. The emphasis this study will, on the one hand, be on the bifurcations of the simple solutions such as fixed points and periodic orbits, and on the other hand ...

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Source : UPV

Dynamics of a family of Chebyshev-Halley type methods

Cordero Barbero, Alicia et al. (15 avr. 2013)

In this paper, the dynamics of the Chebyshev-Halley family is studied on quadratic polynomials. A singular set, that we call cat set, appears in the parameter space associated to the family. This set has interesting similarities with the Mandelbrot set. The parameter space has allowed us to find ...

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Source : UPV

Power bounded composition operators on spaces of analytic functions

Bonet Solves, José Antonio et al. (janv. 2011)

We study the dynamical behaviour of composition operators defined on spaces of real analytic functions. We characterize when such operators are power bounded, i.e. when the orbits of all the elements are bounded. In this case this condition is equivalent to the composition operator being mean ...

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