Pure Mathematics for Beginners notes

Notes on Group Theory that i took on my iPad, they are concise and easy to understand. It gives definitions and examples on: sets, subsets, unions, intersections, binary operations, groups, semigroups, monoids, cayley tables, cyclic groups and permutations. Notes start with simple concepts and then build up to more complex ideas.

What is interesting about pure maths? We in pure mathematics focus on mathematics itself, its foundation, and problems that have fascinated people for hundreds of years. Such problems can be from physics, informatics, or other natural sciences, but most often come from the natural dynamics of mathematics itself.

What is interesting about pure maths? We in pure mathematics focus on mathematics itself, its foundation, and problems that have fascinated people for hundreds of years. Such problems can be from physics, informatics, or other natural sciences, but most often come from the natural dynamics of mathematics itself.

Notes on Group Theory that i took on my iPad, they are concise and easy to understand. It gives definitions and examples on: sets, subsets, unions, intersections, binary operations, groups, semigroups, monoids, cayley tables, cyclic groups and permutations. Notes start with simple concepts and then build up to more complex ideas.