The aim is to explore classical concepts in differential calculus through the lens of generalized jet bundles.
Utilized generalized jet bundles to analyze traditional concepts in differential calculus.
Examined torsionless affine connections within this framework.
Explored the relationship of formal flows and the de Rham complex.
Revisited classical concepts in differential calculus through the use of generalized jet bundles.
Abstract
Abstract We use generalized jet bundles to revisit some classical concepts and constructions in differential calculus, including torsionless affine connections, formal flows and the de Rham complex.