MA 523 (001) Fall 2024 Linear Transformations and Matrix TheoryInstructor: Chao Chen Email: chao_chen@ncsu.edu (Please include course number in the subject.) Times: Monday Wednesday Friday 12:50PM - 1:40PM Location: 2225 SAS Hall Office hours: SAS 4236, MW 2:00PM - 3:00PM and by appointment IntroductionThis is a theory course covering topics including vector spaces, linear transformations and matrices, orthogonality, orthogonal transformations with emphasis on rotations and reflections, matrix norms, projectors, least squares, generalized inverses, definite matrices, singular values.
References and resources
HomeworkWeekly assignments will be given. Team collaboration is encouraged. Each submission should be a professional looking document typeset using LaTeX. (A well-written submission will receive a bonus point!) Using LaTeX
Late submissions are not acceptable. In class exams
All exams are closed book, notes, internet, calculators, electronic devices. GradingNumerical grade = homework (30%) + midterms (35%) + final (35%) Letter grade
Academic integrity and honestyStudents are required to comply with the university policy on academic integrity found in the Code of Student Conduct 11.35.01 sections 8 and 9. Therefore, students are required to uphold the Pack Pledge: “I have neither given nor received unauthorized aid on this test or assignment.” Violations of academic integrity will be handled in accordance with the Student Discipline Procedures. Please refer to the Academic Integrity web page for a detailed explanation of the University’s policies on academic integrity and some of the common understandings related to those policies. Students with DisavilitiesReasonable accommondations will be made for students with verifiable disabilities. In order to take advantage of available accommodations, students must register with the Disability Servic3es Office. For more information on NC State's policy on working with students with disabilities, please see the Academic Accommodations for Students with Disabilities Regulation. |