Tsampikos Kottos

Professor

Wesleyan University

United States

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Tsampikos Kottos is a Professor at Wesleyan University, USA. His research focuses on nonlinear multimoded systems, including critical disorder in thermal relaxation and scattering phenomena in non-Hermitian systems. His recent publications explore topics such as noise-resilient sensors, exceptional point degeneracies, and thermal states in complex structures.

Articles (23)

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2022

Collaborators (5)

Ramathasan Thevamaran

Assistant Professor

University of Wisconsin-Madison

UNITED STATES

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Andrey Chabanov

Professor

University of Texas at San Antonio

UNITED STATES

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Fabrice MORTESSAGNE

Professor

Université Côte d'Azur

FRANCE

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Holger Schanz

Professor

Hochschule Magdeburg-Stendal

GERMANY

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Jizhe Cai

Assistant Professor

Florida A&M University-Florida State University College of Engineering

UNITED STATES

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Tsampikos Kottos

Research Interests

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About

Articles (23)

Critical disorder inflating thermal relaxation in nonlinear multimoded systems

Symmetry-violation-driven hysteresis loops as measurands for noise-resilient sensors

Topology and manipulation of scattering singularities in complex non-Hermitian systems: Two-channel case

Robust nonlinear isolators based on frozen mode exceptional point degeneracies

Unidirectional amplification in the frozen mode regime enabled by a nonlinear defect

Nonlinear defect theory of thermal relaxation in complex multimoded systems

Bound states in the continuum induced via local symmetries in complex structures

Damping reveals hidden dimensions in elastic metastructures through induced transparency

Optical Kinetic Theory of Nonlinear Multimode Photonic Networks

Nonlinear wavepacket dynamics in proximity to a stationary inflection point

Nonlinearity-induced scattering zero degeneracies for spectral management of coherent perfect absorption in complex systems

Nonconventional thermal states of interacting bosonic oligomers

Loss-Induced Violation of the Fundamental Transmittance-Asymmetry Bound in Nonlinear Complex Wave Systems

Noise resilient exceptional-point voltmeters enabled by oscillation quenching phenomena

Theory of localization-hindered thermalization in nonlinear multimode photonics

Author Correction: Exceptional-point-based accelerometers with enhanced signal-to-noise ratio

Optical limiter based on PT-symmetry breaking of reflectionless modes

A reflective millimeter-wave photonic limiter

Adiabatic Monoparametric Autonomous Motors Enabled by Self-Induced Nonconservative Forces

Directed emission from uniformly excited non-Hermitian photonic meta-structures

Non-resonant exceptional points as enablers of noise-resilient sensors

Exceptional-point-based accelerometers with enhanced signal-to-noise ratio

Non-linear coherent perfect absorption in the proximity of exceptional points

Collaborators (5)

Ramathasan Thevamaran

Andrey Chabanov

Fabrice MORTESSAGNE

Holger Schanz

Jizhe Cai

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