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Optimal runge-kutta methods for first order pseudospectral operators
J. L. Mead,
Rosemary Renaut
Mathematical and Statistical Sciences, School of (SoMSS)
Research output
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Contribution to journal
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Article
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peer-review
30
Scopus citations
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Mathematics
Runge-Kutta Methods
82%
Dissipation
79%
First-order
54%
Computational Aeroacoustics
43%
Discretization
39%
Operator
37%
Method of Lines
33%
Chebyshev's Method
33%
Evaluation Function
32%
Stability Region
31%
Stable Solution
31%
Optimise
27%
Hyperbolic Equations
26%
Chebyshev
26%
Outlier
26%
System of Ordinary Differential Equations
25%
Fourth Order
23%
Minimise
21%
Necessary
18%
Eigenvalue
16%
Derivative
16%
Performance
15%
Interval
15%
Standards
14%
Model
8%
Physics & Astronomy
Runge-Kutta method
100%
dissipation
64%
operators
56%
computational aeroacoustics
40%
eigenvalues
22%
differential equations
21%
intervals
19%
evaluation
16%
performance
11%
Engineering & Materials Science
Runge Kutta methods
98%
Mathematical operators
73%
Computational aeroacoustics
42%
Function evaluation
30%
Ordinary differential equations
28%
Derivatives
21%