Suitable for advanced undergraduates and graduate students in mathematics and computer science, this precise, self-contained treatment of Galois theory features detailed proofs and complete solutions to exercises. Originally published in French as Algèbre -- Polynômes, théorie d…
Schaum's outlines: precalculus
As structural engineers move further into the age of digital computation and rely more heavily on computers to solve problems, it remains paramount that they understand the basic mathematics and engineering principles used to design and analyze building structures. The analysis …
This study aims to demonstrate the power and breadth of polynomial methods in control and filtering. It provides coverage of the polynomial equation approach in a range of linear control and filtering problems, principally the description of systems in fractional form using tran…
This monograph is the first book-length treatment of valuation theory on finite-dimensional division algebras, a subject of active and substantial research over the last forty years. Its development was spurred in the last decades of the twentieth century by important advances s…
The book reviews developments in the following fields: interpolation, approximation, and error in one dimension; scalar interpolation in two and three dimensions; representation of vector fields in two and three dimensions using low-degree polynomials; interpolatory vector bases…
Higher-Order Techniques in Computational Electromagnetics explains 'high-order' techniques that can significantly improve the accuracy, computational cost, and reliability of computational techniques for high-frequency electromagnetics, such as antennas, microwave devices and ra…
Finite fields: theory, applications, and algorithms : Fourth Int…
by Mullin, Ronald C., (Ronald Cleveland), Mullen, Gary L., International Conference on Finite Fields: Theory, Applications, and Algorithms, University of Waterloo))
fromContemporary mathematics (American Mathematical Society)