Remarks about dimension of algebraic spaces
Forgot to introduce notation
X qc + qs algebraic space  =>  |X| is spectral
Move result earlier
Add to introduction of spaces-cohomology.tex

Point towards induction principle as a valuable tool
Finite pushforward exact for algebraic spaces
Little bit more on cohomology with support in closed

For schemes
Vanishing cohomology above dimension

For quasi-coherent sheaves on qc + qs algebraic spaces
Characterize finite morphisms of algebraic spaces

Exactly as in the case of schemes except that the condition has to be
formulated in terms of the scheme theoretic fibres and not the
topological fibres