Originally published in 1999, Connell's Elements of Abstract and Linear Algebra focuses on abstract algebra emphasizing linear algebra. Subjects include foundational mathematics (such as sets, cartesian products, Hausdorff maximality principle, etc.), groups (scalar multiplication, subgroups, cosets, quotient groups, permutations, etc.), rings (units, domains, fields, integers mod n, quotient rings, the Chinese remainder theorem, etc), matrices and matrix rings, and linear algebraic…

Originally published in 1999, Connell's Elements of Abstract and Linear Algebra focuses on abstract algebra emphasizing linear algebra. Subjects include foundational mathematics (such as sets, cartesian products, Hausdorff maximality principle, etc.), groups (scalar multiplication, subgroups, cosets, quotient groups, permutations, etc.), rings (units, domains, fields, integers mod n, quotient rings, the Chinese remainder theorem, etc), matrices and matrix rings, and linear algebraic…

Chinese remainder theorem

In this article we shall consider how to solve problems such as  Find all integers that leave ...

In this article we shall consider how to solve problems such as Find all integers that leave ...

The beauty of minimal surfaces--The maths behind minimal surfaces is anything but simple and mathematicians have studied the problem of how such surfaces can be expressed extensively. The area of maths that deals with minimal surfaces is called “calculus of variations”.  Minimal surfaces have far reaching implications in geometry and design. Stadiums often use the design to create strong coverings. The natural shape is very efficient and beautiful.

The beauty of minimal surfaces--The maths behind minimal surfaces is anything but simple and mathematicians have studied the problem of how such surfaces can be expressed extensively. The area of maths that deals with minimal surfaces is called “calculus of variations”. Minimal surfaces have far reaching implications in geometry and design. Stadiums often use the design to create strong coverings. The natural shape is very efficient and beautiful.

Em matemática, um hiperboloide é uma quádrica, um tipo de superfície em três dimensões.

19 gifs que ensinam conceitos de ciência provavelmente melhor do que seu professor

Em matemática, um hiperboloide é uma quádrica, um tipo de superfície em três dimensões.

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