Adrian Hill

Dr

  • 4 WEST 1.14

20022019
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Mathematics

General Linear Methods
Linear multistep Methods
Symplectic Methods
Generalized Eigenproblem
Linear Time-varying Systems
Algebraic Riccati Equation
Implicit Method
Exponential Stability
Scalar
Eigenvector
Initial Value Problem
Approximation
Rotating
Stability Estimates
Hamiltonian Systems
Linear Systems
Iteration
Order Conditions
Computational Results
Lipschitz Function
Convex Combination
Time Scales
One-step Method
Euler
Reformulation
Control Theory
Stability Condition
Lyapunov Function
Uniform Decay
Runge-Kutta Methods
Numerical Solution
Cubic equation
Multistep Methods
Comparison Method
Branch
One-leg Methods
Time-varying Systems
Unstable
Equivalence
Stiff Differential Equations
Differential equation
Restriction

Engineering & Materials Science

Differential equations
Hamiltonians
Linear systems
Riccati equations
Runge Kutta methods
Initial value problems
Asymptotic stability
Eigenvalues and eigenfunctions
Euler equations
Convergence of numerical methods
Lyapunov functions
Solitons
Control theory