We construct 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 construct them as the spaces of nilpotent orbits.First published in the Journal of Algebraic Geometry in vol.22 (2013), published by University Press, In
Around 1970 Griffiths introduced the moduli of polarized Hodge structures/the period domain D and de...
Pure Hodge structures degenerating along a normal-crossings divisor determine variations of mixed Ho...
This volume presents the construction of canonical modular compactifications of moduli spaces for po...
We complete the construction of the fundamental diagram of various partial compactifications of the ...
We construct an enlargement of the classifying space of mixed Hodge structures with polarized graded...
We announce the construction of toroidal partial compactifications of the moduli spaces of mixed Hod...
We discuss a class of variations of mixed Hodge structure that are admissible in the sense of J. Ste...
Let D be the classifying space of mixed Hodge structures with polarized graded quotients. We constru...
Kato, K. and Usui, S., Classifying spaces of degenerating polarized Hodge structures, Annals of math...
We extend certain aspects of C. Simpson's correspondence between harmonic metrics and variations of ...
In [CKS], Cattani, Kaplan and Schmid (1986) established the SL(2)-orbit theorem in several variables...
We construct partial compactifications of arithmetic quotients of the classifying spaces of polarize...
We construct a hermitian metric on the classifying spaces of graded-polarized mixed Hodge structures...
118 pages. Comments or suggestions are welcomeWe analyze the behavior of polarized complex variation...
In this thesis we explore variations of mixed Hodge structures, both locally and asymptotically. Fir...
Around 1970 Griffiths introduced the moduli of polarized Hodge structures/the period domain D and de...
Pure Hodge structures degenerating along a normal-crossings divisor determine variations of mixed Ho...
This volume presents the construction of canonical modular compactifications of moduli spaces for po...
We complete the construction of the fundamental diagram of various partial compactifications of the ...
We construct an enlargement of the classifying space of mixed Hodge structures with polarized graded...
We announce the construction of toroidal partial compactifications of the moduli spaces of mixed Hod...
We discuss a class of variations of mixed Hodge structure that are admissible in the sense of J. Ste...
Let D be the classifying space of mixed Hodge structures with polarized graded quotients. We constru...
Kato, K. and Usui, S., Classifying spaces of degenerating polarized Hodge structures, Annals of math...
We extend certain aspects of C. Simpson's correspondence between harmonic metrics and variations of ...
In [CKS], Cattani, Kaplan and Schmid (1986) established the SL(2)-orbit theorem in several variables...
We construct partial compactifications of arithmetic quotients of the classifying spaces of polarize...
We construct a hermitian metric on the classifying spaces of graded-polarized mixed Hodge structures...
118 pages. Comments or suggestions are welcomeWe analyze the behavior of polarized complex variation...
In this thesis we explore variations of mixed Hodge structures, both locally and asymptotically. Fir...
Around 1970 Griffiths introduced the moduli of polarized Hodge structures/the period domain D and de...
Pure Hodge structures degenerating along a normal-crossings divisor determine variations of mixed Ho...
This volume presents the construction of canonical modular compactifications of moduli spaces for po...