AbstractThe principle “ambient cohomology of a Kaehler manifold annihilates obstructions” has been known and exploited since pioneering work of Kodaira. This paper unifies and modestly extends known results in the context of abstract deformations of compact Kaehler manifolds and submanifolds
In small dimensions, it is known that Kähler compact manifolds are deformation equivalent to smooth...
We study a system of equations on a compact complex manifold, that couples the scalar curvature of a...
Kuranishi's fundamental result (1962) associates to any compact complex manifold X&sub&0&/sub& a fin...
AbstractThe principle “ambient cohomology of a Kaehler manifold annihilates obstructions” has been k...
We prove that for every compact K\"ahler manifold $X$ the cup product \[H^*(X,T_X)\otimes H^*(X,\Ome...
Elementarne twierdzenia dotyczące kohomologii na rozmaitościach kahlerowskich. Centralnym twierdzeni...
In this paper, we study properties of some birational invariants of a complex variety and a fibred s...
AbstractWe prove that for every compact Kähler manifold X the cup productH∗(X,TX)⊗H∗(X,ΩX∗)→H∗(X,ΩX∗...
The celebrated Kodaira theorem [6] says that a compact complex manifold is projective if and only if...
We show that in every dimension greater than or equal to 4, there exist compact Kaehler manifolds wh...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
Recall the classical Tian-Todorov theorem (see [4],[5]) about the smoothness of the moduli spaces of...
AbstractLet X be a Kaehler manifold with complex dimension n. Let ωX be its Kaehler form. Let M be a...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN021057 / BLDSC - British Library D...
‘Kuranishi spaces’ were introduced in the work of Fukaya, Oh, Ohta and Ono [10–19] in symplectic geo...
In small dimensions, it is known that Kähler compact manifolds are deformation equivalent to smooth...
We study a system of equations on a compact complex manifold, that couples the scalar curvature of a...
Kuranishi's fundamental result (1962) associates to any compact complex manifold X&sub&0&/sub& a fin...
AbstractThe principle “ambient cohomology of a Kaehler manifold annihilates obstructions” has been k...
We prove that for every compact K\"ahler manifold $X$ the cup product \[H^*(X,T_X)\otimes H^*(X,\Ome...
Elementarne twierdzenia dotyczące kohomologii na rozmaitościach kahlerowskich. Centralnym twierdzeni...
In this paper, we study properties of some birational invariants of a complex variety and a fibred s...
AbstractWe prove that for every compact Kähler manifold X the cup productH∗(X,TX)⊗H∗(X,ΩX∗)→H∗(X,ΩX∗...
The celebrated Kodaira theorem [6] says that a compact complex manifold is projective if and only if...
We show that in every dimension greater than or equal to 4, there exist compact Kaehler manifolds wh...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
Recall the classical Tian-Todorov theorem (see [4],[5]) about the smoothness of the moduli spaces of...
AbstractLet X be a Kaehler manifold with complex dimension n. Let ωX be its Kaehler form. Let M be a...
SIGLEAvailable from British Library Document Supply Centre-DSC:DXN021057 / BLDSC - British Library D...
‘Kuranishi spaces’ were introduced in the work of Fukaya, Oh, Ohta and Ono [10–19] in symplectic geo...
In small dimensions, it is known that Kähler compact manifolds are deformation equivalent to smooth...
We study a system of equations on a compact complex manifold, that couples the scalar curvature of a...
Kuranishi's fundamental result (1962) associates to any compact complex manifold X&sub&0&/sub& a fin...
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