There is a definition in my French-taught course that says :
Soient $p:E \rightarrow B$ and $h:X \rightarrow B$ two application continues. Un relevement de $h$ est une application continue $H:X \rightarrow E$ telle que $p \circ H=h$
What is the equivalent term to relevement in english ?
Let $p:E\to B$ and $h:X\to B$ two continuous maps. A lift of $h$ is a continuous map $H:X\to E$ such that $p\circ H = h$