We announce the construction of toroidal partial compactifications of the moduli spaces of mixed Hodge structures with polarized graded quotients. They are moduli spaces of log mixed Hodge structures with polarized graded quotients. We include an application to the analyticity of zero loci of normal functions
118 pages. Comments or suggestions are welcomeWe analyze the behavior of polarized complex variation...
The mixed Hodge structure on the low degree cohomology of the moduli space of vector bundles on a cu...
Some of the work on this paper was done while the first author was on Sabbatical leave during 1979–8...
We construct toroidal partial compactifications of the moduli spaces of mixed Hodge structures with ...
In this paper, we prove a general theorem concerning the analyticity of the closure of a subspace de...
We construct the fine moduli space of log abelian varieties with PEL structure, which gives a toroid...
Dedicated to Professor Luc Illusie on his sixtieth birthday Abstract. We introduce the notions log c...
2We introduce the notions log complex torus and log abelian variety over $\bC$, which are new form...
We complete the construction of the fundamental diagram of various partial compactifications of the ...
We discuss a class of variations of mixed Hodge structure that are admissible in the sense of J. Ste...
We construct an enlargement of the classifying space of mixed Hodge structures with polarized graded...
Around 1970 Griffiths introduced the moduli of polarized Hodge structures/the period domain D and de...
We equip integral graded-polarized mixed period spaces with a natural $\mathbb{R}_{alg}$-definable a...
This volume presents the construction of canonical modular compactifications of moduli spaces for po...
We prove that a projective semistable morphism of fs log analytic spaces yields polarized log Hodge ...
118 pages. Comments or suggestions are welcomeWe analyze the behavior of polarized complex variation...
The mixed Hodge structure on the low degree cohomology of the moduli space of vector bundles on a cu...
Some of the work on this paper was done while the first author was on Sabbatical leave during 1979–8...
We construct toroidal partial compactifications of the moduli spaces of mixed Hodge structures with ...
In this paper, we prove a general theorem concerning the analyticity of the closure of a subspace de...
We construct the fine moduli space of log abelian varieties with PEL structure, which gives a toroid...
Dedicated to Professor Luc Illusie on his sixtieth birthday Abstract. We introduce the notions log c...
2We introduce the notions log complex torus and log abelian variety over $\bC$, which are new form...
We complete the construction of the fundamental diagram of various partial compactifications of the ...
We discuss a class of variations of mixed Hodge structure that are admissible in the sense of J. Ste...
We construct an enlargement of the classifying space of mixed Hodge structures with polarized graded...
Around 1970 Griffiths introduced the moduli of polarized Hodge structures/the period domain D and de...
We equip integral graded-polarized mixed period spaces with a natural $\mathbb{R}_{alg}$-definable a...
This volume presents the construction of canonical modular compactifications of moduli spaces for po...
We prove that a projective semistable morphism of fs log analytic spaces yields polarized log Hodge ...
118 pages. Comments or suggestions are welcomeWe analyze the behavior of polarized complex variation...
The mixed Hodge structure on the low degree cohomology of the moduli space of vector bundles on a cu...
Some of the work on this paper was done while the first author was on Sabbatical leave during 1979–8...
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