What is the invariance of a set in a solution to an ODE?Positive invariance of a set under a system of ODEsFlow of D.E what is the idea behind conjugacy?Show that the method is of order 3 if a =-5 and of order 2 if a is not equal to -5How to prove that boundaries, interiors and closures of invariant sets are also invariant?Does this reasoning work?about Poincare mapLaSalle invariance, Lyapunov stabilityImage of a cube under the flow's actionPitchfork Bifurcation vs. Period-Doubling BifurcationHow to split a multi-variable ODE into multiple equations?Conley index as a subset of an isolated invariant set
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What is the invariance of a set in a solution to an ODE?
Positive invariance of a set under a system of ODEsFlow of D.E what is the idea behind conjugacy?Show that the method is of order 3 if a =-5 and of order 2 if a is not equal to -5How to prove that boundaries, interiors and closures of invariant sets are also invariant?Does this reasoning work?about Poincare mapLaSalle invariance, Lyapunov stabilityImage of a cube under the flow's actionPitchfork Bifurcation vs. Period-Doubling BifurcationHow to split a multi-variable ODE into multiple equations?Conley index as a subset of an isolated invariant set
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Came across this question here Positive invariance of a set under a system of ODEs and I don't understand the general concept of "invariance" or what they're doing, wikipedia isn't much better. What is simply the general process for showing that a set is invariant under the flow of a system?
ordinary-differential-equations dynamical-systems set-invariance
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Came across this question here Positive invariance of a set under a system of ODEs and I don't understand the general concept of "invariance" or what they're doing, wikipedia isn't much better. What is simply the general process for showing that a set is invariant under the flow of a system?
ordinary-differential-equations dynamical-systems set-invariance
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add a comment |
$begingroup$
Came across this question here Positive invariance of a set under a system of ODEs and I don't understand the general concept of "invariance" or what they're doing, wikipedia isn't much better. What is simply the general process for showing that a set is invariant under the flow of a system?
ordinary-differential-equations dynamical-systems set-invariance
$endgroup$
Came across this question here Positive invariance of a set under a system of ODEs and I don't understand the general concept of "invariance" or what they're doing, wikipedia isn't much better. What is simply the general process for showing that a set is invariant under the flow of a system?
ordinary-differential-equations dynamical-systems set-invariance
ordinary-differential-equations dynamical-systems set-invariance
edited 22 hours ago
Rodrigo de Azevedo
13.2k41960
13.2k41960
asked 22 hours ago
Vane VoeVane Voe
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1 Answer
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From chapter 4 of Blanchini & Miani:
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1 Answer
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1 Answer
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From chapter 4 of Blanchini & Miani:
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From chapter 4 of Blanchini & Miani:
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From chapter 4 of Blanchini & Miani:
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From chapter 4 of Blanchini & Miani:
answered 22 hours ago
Rodrigo de AzevedoRodrigo de Azevedo
13.2k41960
13.2k41960
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