19

Multiple Lie Derivatives and Forests (En collaboration avec Florent Hivert, LRI)

18

Concavity of Perelman's Wfunctional over the space of Kähler potentials.

17

On complex deformations of KählerRicci solitons.

16

ChernRicci invariance along Ggeodesics.

15

Exact Fourier inversion formula over manifolds.

14

The SolitonRicci Flow with variable volume forms.

13

Variation formulas for the complex components of the BakryEmeryRicci endomorphism.

12

The Soliton KählerRicci Flow over Fano Manifolds.

11

The SolitonRicci Flow over Compact Manifolds.

10

A second variation formula for Perelman's $\mathcal{W}$functional along the modified KählerRicci flow.

9

The total second variation of Perelman's $\mathcal{W}$functional.

8

On the extension of twisted holomorphic sections of singular hermitian line bundles.

7

Degenerate complex MongeAmpère equations over compact Kähler manifolds.
(en collaboration avec
JeanPierre Demailly
).

6

On the solutions of the Aubin equation and the Kenergy of EinsteinFano manifolds.

5

Characterization of EinsteinFano manifolds via the KählerRicci flow.

4

A consequence of a lower bound of the Kenergy.

3

Plurisubharmonic functions and positive currents of type (1,1) over almost complex manifolds.

2

Chern connections and Chern curvature of the tangent bundle of almost complex manifolds.

1

$\bar{partial}$coherent sheaves over complex manifolds.

Notes de cours, (Lecture notes) :
Lecture notes on the EinPopa extension result.
