Demonstrate understanding and implementation of numerical solution algorithms applied to root finding problems.
Demonstrate understanding and implementation of numerical solution algorithms applied to solving linear systems of equations.
Demonstrate understanding of methods for finding eigenvalues and eigenvectors of matrices.
Demonstrate understanding and implementation of numerical solutions to of initial value problems.
Possess ability to model and analyze engineering problems governed by partial differential equations such as conduction, diffusion, beam and plate bending.
Select appropriate efficient and stable numerical solution method for the engineering problem at hand.
Demonstrate understanding and implementation of finite-difference methods for solution of boundary value problems and partial-differential equations.
Apply numerical methods to obtain approximate solutions to mathematical problems.
Demonstrate understanding of the role of error in numerical solutions
Demonstrate understanding of numerical methods for integration and differentiation
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