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1
Generic-type results for chaotic dynamics in equations with periodic forcing terms
Bosetto E.
,
Serra E.
,
Terracini S.
qxε
ϕ
uε0
equation
periodic
theorem
solutions
function
proposition
ε̄
dynamics
chaotic
λη
minimizers
uε1
map
prove
lemma
heteroclinic
ᾱ
dense
f̃
approach
assume
qyε
variational
δj
assumption
define
existence
systems
ψ̄
functions
minimizer
nondegenerate
regularity
t̂
uε
λ1
global
orbits
recall
unique
zero
equations
fδj
hloc
ũ0
wn2
yields
Language:
english
File:
PDF, 282 KB
Your tags:
0
/
0
english
2
Density of chaotic dynamics in periodically forced pendulum-type equations
Bosetto E.
,
Serra E.
,
Terracini S.
equation
uε0
periodic
dynamics
chaotic
theorem
uε1
solutions
proposition
assumptions
global
qxε
ε̄
assume
dense
forcing
minimizers
hloc
variational
xkn
equations
function
heteroclinic
prove
qx0
qy0
reversible
systems
consecutive
functions
motions
pendulum
rabinowitz
regularity
serra
zero
approach
classical
consider
defined
denote
depend
desired
diff
existence
hamiltonian
homoclinic
interval
introduction
multibump
Language:
english
File:
PDF, 166 KB
Your tags:
0
/
0
english
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