Differential form Totally Explained

Everything about Differential Form totally explained

A differential form is a mathematical concept in the fields of multivariate calculus, differential topology and tensors. The modern notation for the differential form, as well as the idea of the differential forms being the wedge products of exterior derivatives forming an exterior algebra, was introduced by Élie Cartan.

Gentle introduction

We initially work in an open set in

mathbb

is also called Maxwell 2-form.

2-forms in geometric measure theory

Numerous minimality results for complex analytic manifolds are based on the Wirtinger inequality for 2-forms. A succinct proof may be found in Herbert Federer's classic text Geometric Measure Theory. The Wirtinger inequality is also a key ingredient in Gromov's inequality for complex projective space in systolic geometry.

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