Newbetuts
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New posts in dynamical-systems
(Vishik's Normal Form) Behavior of a vector field near the boundary of a manifold
ordinary-differential-equations
differential-topology
dynamical-systems
smooth-manifolds
vector-fields
Finding Lyapunov function for a given system of differential equations
ordinary-differential-equations
dynamical-systems
Does the sequence $f_1=x^2+1$ , $f_{n+1}=(f_n)^2+1$ contain only irreducible polynomials?
sequences-and-series
polynomials
dynamical-systems
irreducible-polynomials
Corollary of the Malgrange Preparation Theorem
real-analysis
analysis
modules
dynamical-systems
germs
The "muscle" behind the fact that ergodic measures are mutually singular
measure-theory
soft-question
dynamical-systems
ergodic-theory
Concentric Equilateral Triangles
geometry
dynamical-systems
euclidean-geometry
triangles
solid-geometry
Self study Control Theory
real-analysis
general-topology
differential-geometry
dynamical-systems
control-theory
Making something a control parameter or a variable when analysing a dynamical system
recurrence-relations
dynamical-systems
visualization
chaos-theory
experimental-mathematics
Reference book for "Dynamical Systems"
ordinary-differential-equations
reference-request
dynamical-systems
book-recommendation
Does iterating the complex function $z\mapsto\frac{2\sqrt z}{1+z}$ always converge?
sequences-and-series
inequality
convergence-divergence
complex-numbers
dynamical-systems
Attracting fixed point of $f$ if and only if repelling fixed point of $f^{-1}$
general-topology
dynamical-systems
fixed-points
The Mandelbrot Set Membership
sequences-and-series
dynamical-systems
fractals
What's the point of a Horseshoe map?
dynamical-systems
If $f(x) \le f(Tx)$ then $f(x)=f(Tx)$ almost everywhere ( $T$ is $\mu$-invariant )
measure-theory
dynamical-systems
ergodic-theory
Is a Markov process a random dynamic system?
stochastic-processes
dynamical-systems
Find a matrix that represents the dynamic system
linear-algebra
matrices
dynamical-systems
What's the name of this chaotic system? (Cool pics included.)
ordinary-differential-equations
dynamical-systems
chaos-theory
How did Ulam and Neumann find this solution?
dynamical-systems
2D bifurcation problem
dynamical-systems
self-learning
nonlinear-analysis
nonlinear-dynamics
bifurcation
eventually constant maps
continuity
dynamical-systems
fixed-point-theorems
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