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How to calculate fixed points and plot bifurcation diagram for non-linear ODE system

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#nonlinear-system #stability-in-odes #biology #bifurcation #nonlinear-dynamics
50
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Is formal topological conjugacy of polynomials decidable?

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#number-theory #polynomials #nonlinear-dynamics
64
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Solve nonlinear, forced and damped Duffing oscillator

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#nonlinear-system #nonlinear-dynamics
80
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Which way of solving from nonlinear control to choose?

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#ordinary-differential-equations #control-theory #nonlinear-system #nonlinear-dynamics #adaptive-control
45
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Discretization of nonlinear curvilinear dynamics equations

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#integration #definite-integrals #nonlinear-dynamics
257
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Expanding a PDE in powers of a small parameter?

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#partial-differential-equations #quantum-mechanics #perturbation-theory #nonlinear-dynamics
150
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Solving first order non-linear ODE with logarithm

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#ordinary-differential-equations #derivatives #nonlinear-dynamics
26
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Jacobian of curvilinear dynamics, simplifying to avoid division by 0

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#trigonometry #jacobian #nonlinear-dynamics
280
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Is the phrase "Weakly/strongly Non-linear" qualitative or quantitative?

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#ordinary-differential-equations #partial-differential-equations #chaos-theory #nonlinear-dynamics
88
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Is there an analytic solution for the following non-linear equation $x'(t) = a(t) + b\, x(t) + c\,x^3(t)$?

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#ordinary-differential-equations #analysis #nonlinear-analysis #nonlinear-dynamics
38
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Which nonlinear Observer to study to estimate the speed of the Plant?

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#mathematical-modeling #control-theory #nonlinear-system #nonlinear-dynamics #parameter-estimation
1k
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What is the most general Carathéodory-type global existence theorem?

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#ordinary-differential-equations #nonlinear-analysis #nonlinear-dynamics #absolute-continuity
31
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Obtain non linear solution using neural network

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#nonlinear-optimization #nonlinear-system #neural-networks #nonlinear-analysis #nonlinear-dynamics
31
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Radius & height of hollow cylinder that keeps a particle with initial velocity pressed against the internal surface due to centrifugal force (cyclone)

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#ordinary-differential-equations #kinematics #nonlinear-dynamics
111
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Is it true that the a generic trajectory of the logistic map ${x_{n+1}}=4 x_n(1- x_n)$ can come arbitrarily close to $(\frac{\sqrt{5}-1}{2})$

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#chaos-theory #nonlinear-dynamics

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