PEARLSTEIN, GREGORY JAMES Statistiche

PEARLSTEIN, GREGORY JAMES  

DIPARTIMENTO DI MATEMATICA  

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Titolo Data di pubblicazione Autore(i) File
Unimodal singularities and boundary divisors in the KSBA moduli of a class of Horikawa surfaces 1-gen-2023 Gallardo, P.; Pearlstein, G.; Schaffler, L.; Zhang, Z.
Height pairing on higher cycles and mixed Hodge structures 1-gen-2022 Ignacio Burgos Gil, Jose; Goswami, Souvik; Pearlstein, GREGORY JAMES
Indecomposable {$K_1$} classes on a surface and membrane integrals 1-gen-2020 Chen, Xi; Lewis, James; Pearlstein, Gregory
Quantifying Variable Importance in Predicting Critical Span Length and Scour Depth for Failure of Onshore River Crossing Pipelines Using ANN 1-gen-2020 Karthikeyan, A; Mirza, S; Hur, B; Pearlstein, G; Ledbetter, R
A generic global {T}orelli theorem for certain {H}orikawa surfaces 1-gen-2019 Pearlstein, Gregory; Zhang, Zheng
Differential geometry of the mixed Hodge metric 1-gen-2019 Pearlstein, Gregory; Peters, Chris
Jumps in the archimedean height 1-gen-2019 Brosnan, P.; Pearlstein, G.
Polarized relations on horizontal {$SL(2)$}'s 1-gen-2019 Kerr, M.; Pearlstein, G. J.; Robles, C.
On the moduli space of pairs consisting of a cubic threefold and a hyperplane 1-gen-2018 Laza, R.; Pearlstein, G.; Zhang, Z.
Arithmetic of degenerating principal variations of Hodge structure: Examples arising from mirror symmetry and middle convolution 1-gen-2016 Da Silva, G.; Kerr, M.; Pearlstein, G.
Boundary components of mumford-tate domains 1-gen-2016 Kerr, M.; Pearlstein, G.
Asymptotics of degenerations of mixed Hodge structures 1-gen-2015 Hayama, T.; Pearlstein, G.
Book Review: Mumford–Tate groups and domains: their geometry and arithmetic 1-gen-2015 Pearlstein, Gregory
Naive boundary strata and nilpotent orbits 1-gen-2014 Kerr, M.; Pearlstein, G.
On the algebraicity of the zero locus of an admissible normal function 1-gen-2013 Brosnan, P.; Pearlstein, G.
The locus of Hodge classes in an admissible variation of mixed Hodge structure 1-gen-2010 Brosnan, P.; Pearlstein, G.; Schnell, C.
Singularities of admissible normal functions: (With an appendix by Najmuddin Fakhruddin) 1-gen-2009 Brosnan, P.; Fang, H.; Nie, Z.; Pearlstein, G.
The zero locus of an admissible normal function 1-gen-2009 Brosnan, P.; Pearlstein, G. J.
Zero loci of admissible normal functions With torsion singularities 1-gen-2009 Brosnan, P.; Pearlstein, G.
SL2-orbits and degenerations of mixed hodge structure 1-gen-2006 Pearlstein, G.