Supplemental Notes for CAAM 335 Matrix Analysis
نویسنده
چکیده
These supplemental notes for the course CAAM 335 Matrix Analysis are, as the name suggests, meant to be used in combination with the lectures and with the CAAM 335 course notes. They contain write-ups of some of the material discussed in class as well as several additional examples. You get the most out of these notes if you look through the relevant sections before each class (to recognize what example is covered in the notes, so that you do not have to spend time in class to copy examples from the board that are already included in the notes) and if you work through the notes after each class. However, these supplemental notes are not meant to teach you the course material alone. Active participation in the lectures and working through the CAAM 335 course notes are expected. Other texts related CAAM 335 are listed on the course web-page and these texts contain additional examples, different derivations, and additional topics. Finally, these supplemental notes are updated as the semester progresses. If you find typos, please let me know. Check for the ‘generated at date’ to make sure you have the latest version.
منابع مشابه
CAAM 454/554: Afternotes on Krylov-Subspace Iterative Methods
These notes are written as supplements to the textbook, “Numerical Linear Algebra” by Lloyd Trefethen and David Bau, for CAAM 454/554 students. Those who are preparing for the CAAM Ph.D Qualifying exam on Numerical Analysis should do the exercises provided in these notes. We will mostly follow the notation of the book. For instance, unless otherwise specified, the norm ‖ · ‖ refers to the Eucli...
متن کاملQueen ’ s University Mathematics and Engineering and Mathematics and Statistics MATH 335 Mathematics of Engineering System Supplemental Course Notes - Winter 2011
The notes have mainly developed over the past two years at Queen's and are targeted to be comprehensive over the course of teaching. Nonetheless, during the preparation of the notes, some additional resources, in addition to the instructor's lecture notes and discussions with a large group of students at different venues, are particularly acknowledged: Applied Analysis
متن کاملSome notes on the characterization of two dimensional skew cyclic codes
A natural generalization of two dimensional cyclic code ($T{TDC}$) is two dimensional skew cyclic code. It is well-known that there is a correspondence between two dimensional skew cyclic codes and left ideals of the quotient ring $R_n:=F[x,y;rho,theta]/_l$. In this paper we characterize the left ideals of the ring $R_n$ with two methods and find the generator matrix for two dimensional s...
متن کامل