In an abelian category, cohomology can be defined as kernel of a cokernel and cokernel of a kernel, as follows,
My problem is why are they the same? I expect this will be some image=coimage type thingy, but can't see it.
In an abelian category, cohomology can be defined as kernel of a cokernel and cokernel of a kernel, as follows,
My problem is why are they the same? I expect this will be some image=coimage type thingy, but can't see it.