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Jordan Normal Forms for a Skew Adjoint Operator in the Lorentzian Math Csusb
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MATH 130 is College Algebra. It includes simplifying algebraic expressions, linear and quadratic equations and inequalities, polynomials and rational functions, exponential and logarithmic functions, systems of linear equations and inequalities, and more. -
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How do you find Jordan normal form?
The algorithm to find Jordan normal form is as following: Calculate the characteristic polynomial and all eigenvalues of f, denoted as λ1,...,λn. Calculate geometric multiplicity of each λi. The number of Jordan blocks of eigenvalue λ is the geometric multiplicity of λ. -
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Provide students with mathematical understanding and skills necessary for success in advanced courses such as Trigonometry and Calculus. • Applications of Functions (inverse, quadratic, logarithmic, etc) • Analyze the Graph of Functions. • Modeling using Functions.
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