Geodesic

Sommaire du Fascicule no. 1

Non-primitive linear systems on smooth algebraic curves and a generalization of Maroni theory.
p. 1-16
Exponential stability for periodic evolution families of bounded linear operators.
p. 17-22
Aronszajn-Smith conditions for open sets. (Conditions d'Aronszajn-Smith pour les ouverts de classe .)
p. 23-35
An extension to the non-metric case of a theorem of Glasner.
p. 37-41
Locally Lagrangian symplectic and Poisson manifolds.
p. 43-58

Sommaire du Fascicule no. 2

Liaison and related topics: notes from the Torino workshop-school.
p. 59-126
Glicci versus Glicog.
p. 127-129
On curves on rational normal scrolls.
p. 131-135
Moduli of curves via algebraic geometry.
p. 137-139
A note on the Hilbert scheme of curves of degree and genus .
p. 141-144
Construction of Calabi-Yau 3-folds in .
p. 145-148
Non-simple vector bundles on curves.
p. 149-154
Gorenstein points in .
p. 155-164
On linked surfaces in .
p. 165-171

Sommaire du Fascicule no. 3

Multiplication of sections of stable vector bundles: the injectivity range.
p. 173-176
On a system of partial differential equations in Heisenberg space. (Sur un système d'équations aux d'érivées partielles dans l'espace de Heisenberg.)
p. 177-184
Locally finite Borel measures in Radon spaces.
p. 185-188
Some results on operator means and shorted operators.
p. 189-198
Some generating functions involving the Stirling numbers of the second kind.
p. 199-224
A geometric description of the sum of linear series of order two on a curve of genus 2.
p. 225-228

Sommaire du Fascicule no. 4

Characterization, spectral invariance and the Fredholm property of multi-quasi-elliptic operators.
p. 229-242
Generalized densities and distributional adjoints of natural operators.
p. 243-252
Mixed parametrization for curved exponential models in homogeneous Markov processes with a finite state space.
p. 253-267
Projectively normal curves defined by quadrics.
p. 269-275
On local properties of some classes of infinitely degenerate elliptic differential operators.
p. 277-288