PUBLICACIÓN

Demonstration of a conjecture for random walks in d-dimensional Sierpinski fractals

ACCEDER A LA PUBLICACIÓN: Scopus

Porra, J. M.

1998 Journal of Physics A: Mathematical and General

CITAS

4

DOI

10.1088/0305-4470/31/31/006

EID

2-s2.0-0032493583

ISSN

0305-4470

BIBTEX

@article{RID:0610131310209-200, title = {Demonstration of a conjecture for random walks in d-dimensional Sierpinski fractals}, journal = {Journal of Physics a-Mathematical and General}, year = {1998}, author = {Porra, J. M. and Yuste, S. B.}, volume = {31}, number = {31}, pages = {6589-6593} }

AUTORES DE LA UEX

Santos Bravo Yuste

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Equation Of State Of A Multicomponent D-Dimensional Hard-Sphere Fluid
Demonstration Of A Conjecture For Random Walks In D-Dimensional Sierpinski Fractals
Short-Time Regime Propagator In Fractals
Demonstration Of A Conjecture For Random Walks In D-Dimensional Sierpinski Fractals
Short-Time Regime Propagator In Fractals
Order Statistics Of Diffusion On Fractals
Short-Time Regime Propagator In Fractals
Order Statistics Of Diffusion On Fractals
Is There A Glass Transition For Dense Hard-Sphere Systems?
Order Statistics Of Diffusion On Fractals
Is There A Glass Transition For Dense Hard-Sphere Systems?
Radial Distribution Functions For A Multicomponent System Of Sticky Hard Spheres
Is There A Glass Transition For Dense Hard-Sphere Systems?
Radial Distribution Functions For A Multicomponent System Of Sticky Hard Spheres
A Student-Oriented Derivation Of A Reliable Equation Of State For A Hard-Disc Fluid
Radial Distribution Functions For A Multicomponent System Of Sticky Hard Spheres
A Student-Oriented Derivation Of A Reliable Equation Of State For A Hard-Disc Fluid
Structure Of Multi-Component Hard-Sphere Mixtures
A Student-Oriented Derivation Of A Reliable Equation Of State For A Hard-Disc Fluid
Structure Of Multi-Component Hard-Sphere Mixtures
Escape Times Of J Random Walkers From A Fractal Labyrinth
Structure Of Multi-Component Hard-Sphere Mixtures
Escape Times Of J Random Walkers From A Fractal Labyrinth
Order Statistics For First Passage Times In One-Dimensional Diffusion Processes
Escape Times Of J Random Walkers From A Fractal Labyrinth
Order Statistics For First Passage Times In One-Dimensional Diffusion Processes
Structure Of Hard-Sphere Metastable Fluids
Order Statistics For First Passage Times In One-Dimensional Diffusion Processes
Structure Of Hard-Sphere Metastable Fluids
First-Passage Time, Survival Probability And Propagator On Deterministic Fractals
Structure Of Hard-Sphere Metastable Fluids
First-Passage Time, Survival Probability And Propagator On Deterministic Fractals
An Accurate And Simple Equation Of State For Hard Disks
First-Passage Time, Survival Probability And Propagator On Deterministic Fractals
An Accurate And Simple Equation Of State For Hard Disks
A Model For The Structure Of Square-Well Fluids
An Accurate And Simple Equation Of State For Hard Disks
A Model For The Structure Of Square-Well Fluids
Radial Distribution Function For Sticky Hard-Core Fluids
A Model For The Structure Of Square-Well Fluids
Radial Distribution Function For Sticky Hard-Core Fluids
Sticky Hard Spheres Beyond The Percus-Yevick Approximation
Radial Distribution Function For Sticky Hard-Core Fluids
Sticky Hard Spheres Beyond The Percus-Yevick Approximation
A Heuristic Radial Distribution Function For Hard Disks
Sticky Hard Spheres Beyond The Percus-Yevick Approximation
A Heuristic Radial Distribution Function For Hard Disks
Energy Levels Of The Quartic Double Well Using A Phase-Integral Method
A Heuristic Radial Distribution Function For Hard Disks
Energy Levels Of The Quartic Double Well Using A Phase-Integral Method
Quasi-Pure-Cubic Oscillators Studied Using A Krylov-Bogoliubov Method
Energy Levels Of The Quartic Double Well Using A Phase-Integral Method
Quasi-Pure-Cubic Oscillators Studied Using A Krylov-Bogoliubov Method
Cubication Of Non-Linear Oscillators Using The Principle Of Harmonic Balance
Quasi-Pure-Cubic Oscillators Studied Using A Krylov-Bogoliubov Method
Cubication Of Non-Linear Oscillators Using The Principle Of Harmonic Balance
Generalized Bohr-Sommerfeld Rule For Quartic Oscillators
Cubication Of Non-Linear Oscillators Using The Principle Of Harmonic Balance
Generalized Bohr-Sommerfeld Rule For Quartic Oscillators
On A New Criterion For Evaluating The Stability Of The Limit Cycles Of Perturbed Duffing Oscillators
Generalized Bohr-Sommerfeld Rule For Quartic Oscillators
On A New Criterion For Evaluating The Stability Of The Limit Cycles Of Perturbed Duffing Oscillators
Radial Distribution Function For Hard Spheres
On A New Criterion For Evaluating The Stability Of The Limit Cycles Of Perturbed Duffing Oscillators
Radial Distribution Function For Hard Spheres
Comments On The Method Of Harmonic Balance In Which Jacobi Elliptic Functions Are Used
Radial Distribution Function For Hard Spheres
Comments On The Method Of Harmonic Balance In Which Jacobi Elliptic Functions Are Used
On Duffing Oscillators With Slowly Varying Parameters
Comments On The Method Of Harmonic Balance In Which Jacobi Elliptic Functions Are Used
On Duffing Oscillators With Slowly Varying Parameters
Improvement Of A Krylov-Bogoliubov Method That Uses Jacobi Elliptic Functions
On Duffing Oscillators With Slowly Varying Parameters
Improvement Of A Krylov-Bogoliubov Method That Uses Jacobi Elliptic Functions
A Weighted Mean-Square Method Of Cubication For Non-Linear Oscillators
Improvement Of A Krylov-Bogoliubov Method That Uses Jacobi Elliptic Functions
A Weighted Mean-Square Method Of Cubication For Non-Linear Oscillators
The Rayleigh Method With Jacobi Elliptic Functions
A Weighted Mean-Square Method Of Cubication For Non-Linear Oscillators
The Rayleigh Method With Jacobi Elliptic Functions
A Generalized Galerkin Method For Cubic Oscillators
The Rayleigh Method With Jacobi Elliptic Functions
A Generalized Galerkin Method For Cubic Oscillators
Extension And Improvement To The Krylov-Bogoliubov Methods Using Elliptic Functions
A Generalized Galerkin Method For Cubic Oscillators
Extension And Improvement To The Krylov-Bogoliubov Methods Using Elliptic Functions
Generalized Fourier Series For The Study Of Limit Cycles
Extension And Improvement To The Krylov-Bogoliubov Methods Using Elliptic Functions
Generalized Fourier Series For The Study Of Limit Cycles
Amplitude Decay Of Damped Non-Linear Oscillators Studied With Jacobian Elliptic Functions
Generalized Fourier Series For The Study Of Limit Cycles
Amplitude Decay Of Damped Non-Linear Oscillators Studied With Jacobian Elliptic Functions
Construction Of Approximate Analytical Solutions To A New Class Of Non-Linear Oscillator Equations
Amplitude Decay Of Damped Non-Linear Oscillators Studied With Jacobian Elliptic Functions
Construction Of Approximate Analytical Solutions To A New Class Of Non-Linear Oscillator Equations
Discontinuous Structural Transitions In Fluids With Competing Interactions
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