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Stephen Wiggins

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Professor

University of Bristol

United Kingdom

Research Interests

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Professors in United Kingdom

Recent Grants

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Chemistry and Mathematics in Phase Space (CHAMPS)

Open Date: 2017-03-31

Close Date: 2023-03-30

Articles (24)

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Collaborators (4)

Haris Skokos

Professor of Applied Mathematics

University of Cape Town

SOUTH AFRICA

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Shibabrat Naik

University of Bristol

UNITED KINGDOM

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Malcolm Hillebrand

Lecturer

University of Cape Town

SOUTH AFRICA

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Vladimir Krajnak

University of Bristol

UNITED KINGDOM

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Stephen Wiggins

Research Interests

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Recent Grants

Articles (24)

A cusp criterion for a local phase-space bottleneck in a minimal adiabatic Marcus Hamiltonian

Preparation-Space Diagnostics and Logical Information Loss in a Driven Kerr-Cat Qubit Oscillator

Symplectic widths and filters in classical reaction dynamics

Lobe Dynamics, Phase-Space Transport, and Nonadiabatic Leakage Thresholds in the Nonautonomous Kerr-Cat Qubit

Bridging Classical Sensitivity and Quantum Scrambling: A Tutorial on Out-of-Time-Ordered Correlators

A periodic orbit trace formula for quantum scrambling: the role of the normally hyperbolic invariant manifold*

The Computation of Periodic Orbits in Hamiltonian Systems Using Swarm Intelligence

Geometric diagnostics of scrambling-related sensitivity in a Bohmian preparation space

Dynamical Matching in an Asymmetric and Stretched Caldera Potential Energy Surface

Nonautonomous Dynamics: The Research Landscape

Classification of Trajectory Types Exhibiting Dynamical Matching in Caldera-Type Hamiltonian Systems

Probabilistic eddy identification with uncertainty quantification

3D Generating Surfaces in a Quartic Hamiltonian System with Three Degrees of Freedom – II

3D Generating Surfaces in a Quartic Hamiltonian System with Three Degrees of Freedom – I

Navigating phase space transport with the origin-fate map

Dynamical matching in a three-dimensional Caldera potential-energy surface

A new type of dynamical matching in an asymmetric Caldera potential energy surface

Phase Space Reaction Dynamics Associated with an Index-2 Saddle Point for Time-Dependent Hamiltonian Systems

Quantifying chaos using Lagrangian descriptors

Support vector machines for learning reactive islands

Reactive Islands for Three Degrees-of-Freedom Hamiltonian Systems

The Role of Time-Dependent Phase Space Structures in Reaction Dynamics and the No-Recrossing Property of Dividing Surfaces

Tuning the branching ratio in a symmetric potential energy surface with a post-transition state bifurcation using external time dependence

The tipping times in an Arctic sea ice system under influence of extreme events

Collaborators (4)

Haris Skokos

Shibabrat Naik

Malcolm Hillebrand

Vladimir Krajnak

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