Alberto Robledo Nieto

I.i Random walks and fluid correlations

I.ii Random walks and electronic band structures

I.iii First passage times for multiple walkers

I.iv Renormalization group and entropy for Weierstrass walks.

I.v Thermal-system statistical-mechanical analogy for renewal processes.

I.vi Phase transitions along time in correlated renewal processes.

II.i Density functional theory and Widom’s particle insertion method

II.ii Liquid to solid transitions of hard-core model systems

II.iii Kinetics of phase change, nucleation, spinodal decomposition

II.iv Global wetting phase diagram for fluid interfaces

II.v Lattice models for micellar solutions, microemulsions, magnetic alloys, etc.

II.vi Anomalous micellar solubility loops

II.vii Complex fluids under confinement

II.viii Curved interfaces, bending rigidities, line tension, stress tensor and capillary waves

II.ix Curvature interfacial transitions

II.x Line tension & wetting

II.xi Analogy of density functional 1st & 2nd variations with classical and quantum mechanics

II.xii Phase behavior and pairing mechanism for two-dimensional superconductors

III.i Critical fluctuations and the intermittency route out of chaos

III.ii Glassy dynamics at the noise-perturbed onset of chaos

III.iii Localization transition as a tangent bifurcation

III.iv Generalization of the Pesin identity at the Feigenbaum attractor

III.v Renormalization group and central limit theorem for chaotic attractors

III.vi Self-organization along the period-doubling cascade

III.vii Chaos in discrete-time game theory

III.viii Complex network view of the routes to chaos

III.ix Universality classes of rank distributions revealed by nonlinear maps near tangency.

III.x Transition to chaos as critical point

III.xi Nonlinear dynamical view of Kleiber’s law

III.xii Bifurcation cascades within Windows

IV.i A new statistical mechanics

IV.ii How, why and when is q-statistics pertinent