Can I read Rings and Fields in Abstract Algebra on EtoBox?
Rings and Fields in Abstract Algebra by Eraar is a document available to read on EtoBox.
What is Rings and Fields in Abstract Algebra about?
Rings and fields are algebraic structures with binary operations. A ring has addition, subtraction, and multiplication, but may not have identities or inverses under multiplication. A field has all ring properties and every non-zero element has a multiplicative inverse. Examples of rings include the integers and matrices, while examples of fields include the rational, real, and complex numbers. Finite fields have applications in generating pseudo-random numbers.
- Author
- Eraar
- Language
- EN