Pseudoconnections (or quasi connections) were defined as a generalization of linear connections by Y.-C. Wong in , and
were developed mainly by Italian and Rumanian mathematicians.
The purpose of this paper is to study some properties of a special type of pseudoconnections: the so-called associated pseudoconnections
oginirating from linear connections in a very simple manner. In 1 we give a necessary and sufficient condition for a pseudoconnection
to be associated, the in 2 we study the geodesics of an associated pseudoconnection. This notion has an immediate application
in Finsler geometry, this is the theme of 3. Some questions connecting the curvature of associated pseudoconnections were
studied by the author in .