# Associated Derived Invariants Of Geometric Mappings

## TL;DR

This paper derives general invariants for geometric mappings in symmetric affine connection spaces, extending previous invariants and relating them to the Thomas projective parameter and Weyl tensor.

## Contribution

It introduces new general invariants for geometric mappings, expanding the theoretical framework beyond existing basic invariants.

## Key findings

- Derived new invariants related to geometric mappings
- Connected invariants with Thomas projective parameter
- Linked invariants to Weyl projective tensor

## Abstract

General invariants of a geometric mapping of a symmetric affine connection space are obtained in this paper. These invariants are generalizations of the previous obtained basic invariants (see [16]). Moreover, these invariants are related with the Thomas projective parameter and the Weyl projective tensor.