Student learning outcomes

The student will:

Master traditional mathematical skills including:

• Algebraic representation and manipulation
• Pattern recognition
• Problem solving
• Quantitative reasoning

Demonstrate content knowledge of core areas of mathematics of at least three of the following:

• Matrix manipulations, vector spaces, linear transformations and eigen values.
• Construction of probabilistic axioms and distributions.
• Theory and application of statistical principles.
• Axiomatic systems (e.g., groups and rings).
• Algebraic, order and completeness properties of the real number system

Apply analytic, algebraic and algorithmic techniques to solving applied problems:

• Include techniques from several areas such as differential equations, linear transformations, series of functions, statistics and linear algebra and calculus.
• Use appropriate technology.

Closing the loop reports