Amanote Research
Register
Sign In
Discover open access scientific publications
Search, annotate, share and cite publications
Publications by Sergej Petrovich Kuznecov
Hyperbolic Chaos in the Bonhoeffer–van Der Pol Oscillator With Additional Delayed Feedback and Periodically Modulated Excitation Parameter
Izvestiya Vysshikh Uchebnykh Zavedeniy. Prikladnaya Nelineynaya Dinamika
Nonlinear Physics
Applied Mathematics
Astronomy
Physics
Statistical
An Electronic Device Implementing a Strange Nonchaotic Hunt–Ott Attractor
Izvestiya Vysshikh Uchebnykh Zavedeniy. Prikladnaya Nelineynaya Dinamika
Nonlinear Physics
Applied Mathematics
Astronomy
Physics
Statistical
Related publications
Computer and Hardware Modeling of Periodically Forcedϕ6-Van Der Pol Oscillator
Active and Passive Electronic Components
Electronic Engineering
Optical
Electrical
Magnetic Materials
Electronic
Stochastic P-Bifurcation in a Bistable Van Der Pol Oscillator With Fractional Time-Delay Feedback Under Gaussian White Noise Excitation
Advances in Difference Equations
Applied Mathematics
Number Theory
Analysis
Algebra
Analytical and Numerical Studies of the Bonhoeffer Van Der Pol System
The Journal of the Australian Mathematical Society. Series B. Applied Mathematics
Complex-Order Forced Van Der Pol Oscillator
JVC/Journal of Vibration and Control
Automotive Engineering
Materials Science
Mechanics of Materials
Mechanical Engineering
Aerospace Engineering
A Numerical Solution of Classical Van Der Pol-Duffing Oscillator by He's Parameter-Expansion Method
International Journal of Contemporary Mathematical Sciences
Chaotic Motions of the Duffing-Van Der Pol Oscillator With External and Parametric Excitations
Shock and Vibration
Mechanics of Materials
Geotechnical Engineering
Condensed Matter Physics
Mechanical Engineering
Civil
Engineering Geology
Structural Engineering
Additive Resonances of a Controlled Van Der Pol–Duffing Oscillator
Journal of Sound and Vibration
Mechanics of Materials
Acoustics
Ultrasonics
Condensed Matter Physics
Mechanical Engineering
One-Dimensional Fermi Accelerator Model With Moving Wall Described by a Nonlinear Van Der Pol Oscillator
Physical Review E
Control and the Van Der Pol Equation
Lecture Notes in Mathematics
Number Theory
Algebra
