Floquet Theory Based on New Periodicity Concept for Hybrid Systems Involving Q-Difference Equations
, 2016 Using the new periodicity concept based on shifts, we construct a unified Floquet theory for homogeneous and nonhomogeneous hybrid periodic systems on domains having continuous, discrete or hybrid structure.
Adıvar, Murat, Koyuncuoglu, Halis Can
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Floquet quantum multiparameter estimation with periodic-driving-induced topological phase transition
New Journal of PhysicsPeriodically driven systems provide a powerful platform for quantum multiparameter estimation. Constructing a static effective Hamiltonian in a proper rotating frame is commonly employed to assess the attainable precision.
Yu Yang, Yuyang Tang, Pei Zhang, Fuli Li
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Q-Floquet Theory and Its Extensions To Time Scales Periodic in Shifts
, 2016 Bu tezde q-fark sistemlerinin Floquet teorisi çarpımsal periyodiklik kavramı kullanılarak incelenmiştir. Floquet ayrışma teoremi üstel matris fonksiyonu denkleminin çözümünün varlığı ispatlanarak verilmiştir.
Koyuncuoglu, Halis Can
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All‐Bands‐Flat Floquet Topological Photonic Insulators with Microring Lattices
Advanced Photonics ResearchCoupled microring lattices are versatile photonic systems that can be used to realize various topological phases of matter. In two‐dimensional (2D) microring lattices, the periodic and unidirectional circulation of light in each microring gives rise to a
Hanfa Song, Vien Van
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Canonical Floquet Perturbation Theory
, 1992 Classical Floquet theory is examined in order to generate a canonical transformation to modal variables for periodic system This transformation is considered canonical if the periodic matrix of eigenvectors is symplectic at the initial time.
Pohlen, David J.
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Using Floquet theory to unravel far-from equilibrium dynamics in reaction-diffusion systems. [PDF]
PNAS NexusJuma VO +3 more
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Dynamic Stability Analysis of Progressive Supranuclear Palsy Affected Gait Using Lyapunov Floquet Theory. [PDF]
IEEE Trans Neural Syst Rehabil EngBhat SG +6 more
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Floquet States of Chemoselective Alternating Current Electrosynthesis. [PDF]
J Am Chem SocPoh YR, Sreekumar S, Luo L, Yuen-Zhou J.
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109 (4) (2005), 305–330. FLOQUET THEORY AND STABILITY OF NONLINEAR INTEGRO-DIFFERENTIAL EQUATIONS
, 2008 . One of the classical topics in the qualitative theory of differential equations is the Floquet theory. It provides a means to represent solutions and helps in particular for stability analysis.
R. Agarwal (melbourne +3 more
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