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- P Bassand, Anne Rose Bernard, Amina Rafiki, Damien Gayet, Michel Khrestchatisky
- The European journal of neuroscience
- 1999

The NR1 and NR2 subunits of the N-methyl-D-aspartate (NMDA) receptor are encoded by distinct genes. In the rat brain, four C-terminal variants of the NR1 subunit (NR1-1 to NR1-4) are encoded by a… (More)

- Damien Gayet, JEAN-PAUL MOHSEN

Using Donaldson’s approximately holomorphic techniques, we construct symplectic hypersurfaces lying in the complement of any given compact isotropic submanifold of a compact symplectic manifold. We… (More)

- Flora J Chadare, Damien Gayet, +4 authors Martinus A. J. S. van Boekel
- Ecology of food and nutrition
- 2010

Forest food resources contribute significantly to food supply in areas where they grow. Three fermented baobab foods were studied: Dikouanyouri (from seeds, pH = 6.5); Tayohounta (from seed kernels,… (More)

Given a positive real Hermitian holomorphic line bundle L over a smooth real projective manifold X , the space of real holomorphic sections of the bundle L inherits for every d ∈ N∗ a L scalar… (More)

Let M be a compact smooth manifold of holonomy G2. We prove that the space of infinitesimal associative deformations of a compact associative submanifold Y with boundary in a coassociative… (More)

- Damien Gayet, Jean-Yves Welschinger
- J. London Math. Society
- 2014

We estimate from below the expected Betti numbers of real hypersurfaces taken at random in a smooth real projective n-dimensional manifold. These random hypersurfaces are chosen in the linear system… (More)

Let X be a smooth complex projective manifold of dimension n equipped with an ample line bundle L and a rank k holomorphic vector bundle E. We assume that 1 ď k ď n, that X , E and L are defined over… (More)

- Julien Duval, Damien Gayet
- 2008

We prove that an immersed lagrangian submanifold in Cn with quadratic self-tangencies is rationally convex. This generalizes former results for the embedded and the immersed transversal cases.

- Damien Gayet
- 2009

Let M7 a manifold with holonomy in G2, and Y 3 an associative submanifold with boundary in a coassociative submanifold. In [5], the authors proved that MX,Y , the moduli space of its associative… (More)

- Damien Gayet
- 2013

Let M7 be a smooth manifold equipped with a G2-structure φ, and Y 3 be a closed compact φ-associative submanifold. In [17], R. McLean proved that the moduli space MY,φ of the φ-associative… (More)