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Exponential averaging for Hamiltonian evolution equations
Karsten Matthies
, Arnd Scheel
Department of Mathematical Sciences
Research output
:
Contribution to journal
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Article
›
peer-review
3
Citations (SciVal)
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Dive into the research topics of 'Exponential averaging for Hamiltonian evolution equations'. Together they form a unique fingerprint.
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Mathematics
Averaging
79%
Evolution Equation
75%
Forcing
55%
Initial conditions
45%
Strong Resonance
44%
Ordinary differential equation
43%
Gevrey Spaces
43%
Infinite Dimensional Hamiltonian Systems
42%
Single Mode
41%
Partial differential equation
40%
Anharmonic Oscillator
38%
Estimate
38%
Nonlinear Oscillator
34%
System of Nonlinear Equations
31%
Analyticity
30%
Oscillation
22%
Interaction
20%
Regularity
19%
Context
17%
Term
15%
Theorem
11%
Engineering & Materials Science
Hamiltonians
100%
Ordinary differential equations
89%
Partial differential equations
83%
Nonlinear equations
45%
Refining
40%