Transgressive pair
= Transgressive pair
For a fibration $F\to E\to B$, classes $x\in H^r(F)$ and $y\in H^{r+1}(B)$ form a transgressive pair when their images in relative cohomology satisfy $\delta x=\pi^*y$. In the Serre spectral sequence this relation is represented by $d_{r+1}x=y$.