integraalimuotoja
Integraalimuotoja, or integral forms, are a fundamental concept in differential geometry and algebraic topology. They generalize the idea of functions and differential forms to higher dimensions. In essence, an integral form is a function that takes multiple vectors as input and produces a scalar output, behaving in a specific linear way with respect to each vector argument.
More formally, an integral k-form on a smooth manifold is a smooth assignment of an alternating multilinear
The key operations involving integral forms are exterior differentiation and integration. Exterior differentiation, denoted by d,