Relative log Poincaré duality
Appears in collection : A conference in honor of Arthur Ogus on the occasion of his 70th birthday
Ogus and I proved the Poincaré duality theorem of Verdier's type in log Betti cohomology (Geometry and Topology 2010). I discuss the l-adic analogue, that is, relative log Poincaré duality theorems in log étale cohomology, together with other fundamental theorems in log étale cohomology.
