Many of the ideas introduced by Macaulay in this book have developed into central concepts in what has become the branch of mathematics known as Commutative Algebra. Today his name is remembered ...

In algebra, one deals with the solutions of polynomial equations in a variable X, such as X ^2 - 2 = 0 or X ^5 + 4·X + 2 = 0. The set of all solutions of such polynomial equations with rational ...

To register your interest please contact collegesales@cambridge.org providing details of the course you are teaching. Linear algebra now rivals or surpasses calculus in importance for people working ...

The theme for this unit is the use of algebra to solve certain problems in number theory, and also the way that some problems in number theory have stimulated the development of certain branches of ...

Do you like running things? Branches of Power allows you to do something that no one else can: control all three branches of government! You'll have the power to write any laws you want about ...

Linguistics is the science of language. It is the subject whose practitioners devote their energy to understanding why human language is the way it is. They study the history, acquisition, structure, ...

Two mathematical breakthroughs have been achieved by Pham Tiep, a professor at Rutgers University, which could significantly advance the understanding of symmetries in nature and the behavior of ...

The second branch of rule for leftists is academia; just take a look at the chaos and support for anti-Semitism and Islamic terrorism emanating from our campuses. Marxism has always sought to ...

It has always been a mixture of many styles, springing from many roots and sprouting many new branches to create a complicated chorus of American voices, joining together to tell a complicated ...

In October 1843, William Rowan Hamilton invented a new type of algebra called quaternions. The story is well known to ...