- APPROXIMATION AT PLACES OF BAD REDUCTION FOR RATIONALLY CONNECTED VARIETIES
- Mathematisches Institut, Seminars (Y. Tschinkel, ed.), p. 9
- SOME RATIONAL CUBIC FOURFOLDS BRENDAN HASSETT
- Rational curves on holomorphic symplectic fourfolds Brendan Hassett and Yuri Tschinkel
- Density of integral points on algebraic varieties Brendan Hassett and Yuri Tschinkel
- Integral points and e ective cones of moduli spaces of stable maps
- On the e ective cone of the moduli space of pointed rational Brendan Hassett and Yuri Tschinkel
- HODGE THEORY AND LAGRANGIAN PLANES ON GENERALIZED KUMMER FOURFOLDS
- TRANSCENDENTAL OBSTRUCTIONS TO WEAK APPROXIMATION ON GENERAL K3 SURFACES
- HODGE THEORY AND LAGRANGIAN PLANES ON GENERALIZED KUMMER FOURFOLDS
- LOG MINIMAL MODEL PROGRAM FOR THE MODULI SPACE OF STABLE CURVES: THE FIRST FLIP
- LOG FANO VARIETIES OVER FUNCTION FIELDS OF BRENDAN HASSETT AND YURI TSCHINKEL
- Proceedings of Symposia in Pure Mathematics Weak approximation for hypersurfaces of low degree
- Stable varieties with a twist Dan Abramovich and Brendan Hassett #
- POTENTIAL DENSITY OF RATIONAL POINTS FOR K3 SURFACES OVER FUNCTION FIELDS
- MOVING AND AMPLE CONES OF HOLOMORPHIC SYMPLECTIC FOURFOLDS
- Moduli spaces of weighted pointed stable Brendan Hassett
- Special Cubic Fourfolds Brendan Hassett \Lambda
- BRAUER GROUPS AND QUOTIENT STACKS DAN EDIDIN, BRENDAN HASSETT, ANDREW KRESCH, AND ANGELO VISTOLI
- Geometry of equivariant compacti cations of G Brendan Hassett and Yuri Tschinkel
- POTENTIAL DENSITY OF RATIONAL POINTS FOR K3 SURFACES OVER FUNCTION FIELDS
- Geometry of equivariant compactifications of Gn Brendan Hassett and Yuri Tschinkel
- FLOPS ON HOLOMORPHIC SYMPLECTIC FOURFOLDS AND DETERMINANTAL CUBIC
- TRANSCENDENTAL OBSTRUCTIONS TO WEAK APPROXIMATION ON GENERAL K3 SURFACES
- Correlation for Surfaces of General Type Brendan Hassett
- Stable limits of log surfaces and CohenMacaulay singularities
- Classical and minimal models of the moduli space of curves of genus two
- CHARACTERIZING PROJECTIVE SPACES ON DEFORMATIONS OF HILBERT SCHEMES OF K3 SURFACES
- J. ALGEBRAIC GEOMETRY 00 (XXXX) 000{000
- WEAK APPROXIMATION OVER FUNCTION Brendan Hassett and Yuri Tschinkel
- CONSTRUCTING RATIONAL CURVES ON K3 FEDOR BOGOMOLOV, BRENDAN HASSETT, AND YURI TSCHINKEL
- Special Cubic Fourfolds Brendan Hassett \Lambda
- SOME RATIONAL CUBIC FOURFOLDS BRENDAN HASSETT
- Stable limits of log surfaces and Cohen-Macaulay singularities
- Proceedings of Symposia in Pure Mathematics Weak approximation for hypersurfaces of low degree
- LOG FANO VARIETIES OVER FUNCTION FIELDS OF BRENDAN HASSETT AND YURI TSCHINKEL
- APPROXIMATION AT PLACES OF BAD REDUCTION FOR RATIONALLY CONNECTED VARIETIES
- Potential density of rational points on algebraic varieties
- Weak approximation and rationally connected varieties over function fields of curves
- Special Cubic Fourfolds Brendan Hassett
- MOVING AND AMPLE CONES OF HOLOMORPHIC SYMPLECTIC FOURFOLDS
- LOG MINIMAL MODEL PROGRAM FOR THE MODULI SPACE OF STABLE CURVES: THE FIRST FLIP
- CHARACTERIZING PROJECTIVE SPACES ON DEFORMATIONS OF HILBERT SCHEMES OF K3 SURFACES
- Density of integral points on algebraic varieties Brendan Hassett and Yuri Tschinkel
- HODGE THEORY AND LAGRANGIAN PLANES ON GENERALIZED KUMMER FOURFOLDS
- POTENTIAL DENSITY OF RATIONAL POINTS FOR K3 SURFACES OVER FUNCTION FIELDS
- UNIVERSAL TORSORS AND COX RINGS by
- Correlation for Surfaces of General Type Brendan Hassett*
- Weak approximation and rationally connected varieties over function fields of curves
- Proceedings of Symposia in Pure Mathematics Weak approximation for hypersurfaces of low degree
- On the effective cone of the moduli space of pointed rational curves
- APPROXIMATION AT PLACES OF BAD REDUCTION FOR RATIONALLY CONNECTED VARIETIES
- Stable log surfaces and limits of quartic plane curves
- SOME RATIONAL CUBIC FOURFOLDS BRENDAN HASSETT
- MOVING AND AMPLE CONES OF HOLOMORPHIC SYMPLECTIC FOURFOLDS
- Abelian fibrations and rational points on symmetric Brendan Hassett and Yuri Tschinkel
- WEAK APPROXIMATION OVER FUNCTION Brendan Hassett and Yuri Tschinkel
- The Weak Lefschetz Principle is False for Ample Cones
- CHARACTERIZING PROJECTIVE SPACES ON DEFORMATIONS OF HILBERT SCHEMES OF K3 SURFACES
- Local stable reduction of plane curve singularities
- J. ALGEBRAIC GEOMETRY 00 (XXXX) 000-000
- Stable limits of log surfaces and Cohen-Macaulay singularities
- Rational curves on holomorphic symplectic fourfolds Brendan Hassett and Yuri Tschinkel
- STABILITY COMPUTATION VIA GRO"BNER BASIS BRENDAN HASSETT, DONGHOON HYEON AND YONGNAM LEE
- The Weak Lefschetz Principle is False for Ample Cones
- Stable varieties with a twist Dan Abramovich and Brendan Hassett *
- Abelian fibrations and rational points on symmetric products
- Mathematisches Institut, Seminars (Y. Tschinkel, ed.), p. ~9
- WEAK APPROXIMATION OVER FUNCTION FIELDS
- Local stable reduction of plane curve singularities
- Weak approximation and rationally connected varieties over function fields of curves
- UNIVERSAL TORSORS AND COX RINGS Brendan Hassett and Yuri Tschinkel
- Stable log surfaces and limits of quartic plane Brendan Hassett
- Classical and minimal models of the moduli space of curves of genus two
- STABILITY COMPUTATION VIA GR OBNER BASIS
- LOG MINIMAL MODEL PROGRAM FOR THE MODULI SPACE OF STABLE CURVES: THE FIRST FLIP
- CONSTRUCTING RATIONAL CURVES ON K3 FEDOR BOGOMOLOV, BRENDAN HASSETT, AND YURI TSCHINKEL
- Stable varieties with a twist Dan Abramovich and Brendan Hassett
- FLOPS ON HOLOMORPHIC SYMPLECTIC FOURFOLDS AND DETERMINANTAL CUBIC
- STABILITY COMPUTATION VIA GROBNER BASIS BRENDAN HASSETT, DONGHOON HYEON AND YONGNAM LEE
- UNIVERSAL TORSORS AND COX RINGS Brendan Hassett and Yuri Tschinkel
- Density of integral points on algebraic varieties Brendan Hassett and Yuri Tschinkel
- Rational curves on holomorphic symplectic fourfolds Brendan Hassett and Yuri Tschinkel
- BRAUER GROUPS AND QUOTIENT STACKS DAN EDIDIN, BRENDAN HASSETT, ANDREW KRESCH, AND ANGELO VISTOLI
- Abelian brations and rational points on symmetric Brendan Hassett and Yuri Tschinkel
- Local stable reduction of plane curve singularities
- Special Cubic Fourfolds Brendan Hassett
- LOG FANO VARIETIES OVER FUNCTION FIELDS OF CURVES
- Moduli spaces of weighted pointed stable curves
- Potential density of rational points on algebraic varieties
- FLOPS ON HOLOMORPHIC SYMPLECTIC FOURFOLDS AND DETERMINANTAL CUBIC
- BRAUER GROUPS AND QUOTIENT STACKS DAN EDIDIN, BRENDAN HASSETT, ANDREW KRESCH, AND ANGELO VISTOLI
- Geometry of equivariant compactifications of Gna Brendan Hassett and Yuri Tschinkel
- Special Cubic Fourfolds Brendan Hassett *
- Classical and minimal models of the moduli space of curves of genus two
- TRANSCENDENTAL OBSTRUCTIONS TO WEAK APPROXIMATION ON GENERAL K3 SURFACES
- Special Cubic Fourfolds Brendan Hassett *
- Integral points and effective cones of moduli spaces of stable maps
- CONSTRUCTING RATIONAL CURVES ON K3 SURFACES
- SPACES OF SECTIONS OF QUADRIC SURFACE FIBRATIONS OVER CURVES
- FAILURE OF THE HASSE PRINCIPLE ON GENERAL K3 SURFACES BRENDAN HASSETT AND ANTHONY VARILLY-ALVARADO
- FAILURE OF THE HASSE PRINCIPLE ON GENERAL K3 SURFACES BRENDAN HASSETT AND ANTHONY V'ARILLY-ALVARADO
- SPACES OF SECTIONS OF QUADRIC SURFACE FIBRATIONS OVER CURVES
- Characterizing projective spaces on deformations of Hilbert schemes of K3 surfaces
- Characterizing projective spaces on deformations of Hilbert schemes of K3 surfaces
- FAILURE OF THE HASSE PRINCIPLE ON GENERAL K3 SURFACES BRENDAN HASSETT AND ANTHONY V
- Characterizing projective spaces on deformations of Hilbert schemes of K3 surfaces
- SPACES OF SECTIONS OF QUADRIC SURFACE FIBRATIONS OVER CURVES
- Characterizing projective spaces on deformations of Hilbert schemes of K3 surfaces
- FAILURE OF THE HASSE PRINCIPLE ON GENERAL K3 SURFACES BRENDAN HASSETT AND ANTHONY VARILLY-ALVARADO
- Contemporary Mathematics Spaces of sections of quadric surface fibrations over curves
- Characterizing projective spaces on deformations of Hilbert schemes of K3 surfaces
- FAILURE OF THE HASSE PRINCIPLE ON GENERAL K3 SURFACES BRENDAN HASSETT AND ANTHONY V'ARILLY-ALVARADO
- FAILURE OF THE HASSE PRINCIPLE ON GENERAL K3 SURFACES BRENDAN HASSETT AND ANTHONY V
- Contemporary Mathematics Spaces of sections of quadric surface fibrations over curves
- Characterizing projective spaces on deformations of Hilbert schemes of K3 surfaces
- Contemporary Mathematics Spaces of sections of quadric surface fibrations over curves
