Get started
Author

Guiyao Ke

Two pairs of heteroclinic orbits coined in a new sub-quadratic Lorenz-like system
2023 · Haijun Wang, Guiyao Ke, et al. · The European Physical Journal B · 25
Multitudinous potential hidden Lorenz-like attractors coined
2022 · Haijun Wang, Guiyao Ke, et al. · The European Physical Journal Special Topics · 25
Modeling, dynamical analysis and numerical simulation of a new 3D cubic Lorenz-like system
2023 · Haijun Wang, Guiyao Ke, et al. · Scientific Reports · 24
PDF
Singularly Degenerate Heteroclinic Cycles with Nearby Apple-Shape Attractors
2023 · Haijun Wang, Guiyao Ke, et al. · International Journal of Bifurcation and Chaos · 22
Pseudo and true singularly degenerate heteroclinic cycles of a new 3D cubic Lorenz-like system
2023 · Haijun Wang, Guiyao Ke, et al. · Results in Physics · 21
Asymmetric Singularly Degenerate Heteroclinic Cycles
2025 · Haijun Wang, Jun Pan, et al. · International Journal of Bifurcation and Chaos · 20
Revealing More Hidden Attractors from a New Sub-Quadratic Lorenz-Like System of Degree 6 5
2024 · Haijun Wang, Jun Pan, et al. · International Journal of Bifurcation and Chaos · 19
Revealing the true and pseudo-singularly degenerate heteroclinic cycles
2023 · H. Wang, G. Ke, et al. · Indian Journal of Physics · 18
A Novel Lorenz-like Attractor and Stability and Equilibrium Analysis
2025 · Jun Pan, Haijun Wang, et al. · Axioms · 17
Multitudinous potential homoclinic and heteroclinic orbits seized
2024 · Haijun Wang, Jun Pan, et al. · Electronic Research Archive · 17
PDF
Conjoined Lorenz-like attractors coined
2025 · Haijun Wang, Guiyao Ke, et al. · Miskolc mathematical notes/Mathematical notes · 16
PDF
Creation of single-wing Lorenz-like attractors via a ten-ninths-degree term
2025 · Jun Pan, Haijun Wang, et al. · Open Physics · 15
A pair of centro-symmetric heteroclinic orbits coined
2024 · Haijun Wang, Jun Pan, et al. · Advances in Continuous and Discrete Models · 14
Existence of Heteroclinic Orbits in Fractional-Order and Integer-Order Coupled Lorenz Systems
2026 · Guiyao Ke, Jun Pan, et al. · Fractal and Fractional · 9
Heteroclinic Orbits Seized from Caputo Fractional-Order Lorenz System with Memristor
2026 · Chengzhou Wei, Jun Pan, et al. · Fractal and Fractional · 8
PDF
Complex dynamics of a sub-quadratic Lorenz-like system
2023 · Zhenpeng Li, Guiyao Ke, et al. · Open Physics · 6
PDF
Pillars of conjoined transient Lorenz-type attractors advancing along the z-axis
2026 · Haijun Wang, Jun Pan, et al. · Communications in Nonlinear Science and Numerical Simulation · 4
Dynamics of a New Four-Thirds-Degree Sub-Quadratic Lorenz-like System
2024 · Guiyao Ke, Jun Pan, et al. · Axioms · 4
Creation of Three‐Scroll Hidden Conservative Lorenz‐Like Chaotic Flows
2024 · Guiyao Ke · Advanced Theory and Simulations · 3
PDF
Global Stability and Mittag–Leffler Attractive Sets of a Caputo Fractional-Order Four-Dimensional Faraday Disk Dynamo
2026 · Guiyao Ke, Jun Pan, et al. · Fractal and Fractional
New Insights into a Caputo Fractional-Order Lorenz-like System
2026 · Guiyao Ke, Jun Pan, et al. · Fractal and Fractional
Globally Exponentially Attracting Sets and Heteroclinic Orbits Revealed
2024 · Guiyao Ke · Mathematics
Works count: 22
Citation count: 287
H-index: 13
I10-index: 13
Year
Topic
Type