- 3-MANIFOLD POSITIVITY AND THE TOPOLOGICAL CAUCHY-SCHWARZ INEQUALITY
- HYPERBOLIC 3-MANIFOLDS, TAMENESS, AND AHLFORS' MEASURE DANNY CALEGARI
- POSITIVITY OF THE UNIVERSAL PAIRING IN 3 DIMENSIONS DANNY CALEGARI, MICHAEL H. FREEDMAN, AND KEVIN WALKER
- REAL PLACES AND TORUS BUNDLES DANNY CALEGARI
- STABLE COMMUTATOR LENGTH IS RATIONAL IN FREE DANNY CALEGARI
- SCL, SAILS AND SURGERY DANNY CALEGARI
- A NOTE ON STRONG GEOMETRIC ISOLATION IN 3ORBIFOLDS
- ISSN numbers are printed here 1 Algebraic & Geometric Topology [Logo here]
- PROMOTING ESSENTIAL LAMINATIONS DANNY CALEGARI
- AN ASCENDING HNN EXTENSION OF A FREE GROUP INSIDE SL2C DANNY CALEGARI AND NATHAN M. DUNFIELD
- A Certain Ambiguity Reviewed by Danny Calegari
- 1. MINIMAL SURFACES Definition 1.1. Let S be a smoothly embedded oriented 2-dimensional surface in
- Let M be a closed 3-manifold, and let F be a taut foliation of M. An automor-phism of (M, F) is a homeomorphism : M M taking F to itself.
- Danny Calegari 1991 Mathematics Subject Classification. Primary 20J05, 57M07;
- STABLE COMMUTATOR LENGTH IN SUBGROUPS OF PL+ DANNY CALEGARI
- Geometry and topology of R covered foliations Danny Calegari
- Rcovered foliations of hyperbolic 3manifolds Danny Calegari
- Unspecified Book Proceedings Series Problems in Foliations and Laminations of 3manifolds
- Curriculum Vitae for Danny Calegari Personal Details
- A DEGREE ONE BORSUK-ULAM THEOREM DANNY CALEGARI
- THE GROMOV NORM AND FOLIATIONS DANNY CALEGARI
- The geometry of Rcovered foliations Danny Calegari
- NAPOLEON IN ISOLATION DANNY CALEGARI
- COMMENSURABILITY OF 1-CUSPED HYPERBOLIC 3-MANIFOLDS DANNY CALEGARI AND NATHAN M. DUNFIELD
- Laminations and groups of homeomorphisms of the Danny Calegari1, Nathan M. Dunfield2
- ISSN numbers are printed here 1 Geometry & Topology Monographs
- DYNAMICAL FORCING OF CIRCULAR GROUPS DANNY CALEGARI
- SHRINKWRAPPING AND THE TAMING OF HYPERBOLIC 3MANIFOLDS
- Distortion in transformation groups DANNY CALEGARI
- Universal circles for quasigeodesic flows DANNY CALEGARI
- NONSMOOTHABLE, LOCALLY INDICABLE GROUP ACTIONS ON THE INTERVAL
- LARGE SCALE GEOMETRY OF COMMUTATOR SUBGROUPS DANNY CALEGARI AND DONGPING ZHUANG
- FACES OF THE SCL NORM BALL DANNY CALEGARI
- COMBABLE FUNCTIONS, QUASIMORPHISMS, AND THE CENTRAL LIMIT THEOREM
- BRIDGEMAN'S ORTHOSPECTRUM IDENTITY DANNY CALEGARI
- ON FIBERED COMMENSURABILITY DANNY CALEGARI, HONGBIN SUN, AND SHICHENG WANG
- THE EULER CLASS OF PLANAR GROUPS DANNY CALEGARI
- REMEMBERING JOHN STALLINGS DANNY CALEGARI AND BENSON FARB
- INTEGER HULLS OF LINEAR POLYHEDRA AND SCL IN DANNY CALEGARI AND ALDEN WALKER
- Foliations and the Geometry of 3Manifolds
- D. Calegari: Foliations and the Geometry of 3-Manifolds, Ox-ford Mathematical Monographs, Oxford University Press, Ox-
- IMMERSED SURFACES IN THE MODULAR ORBIFOLD DANNY CALEGARI AND JOEL LOUWSMA
- Riemannian Holonomy Groups and Calibrated Geometry. By Dominic D. Joyce. Oxford University Press, Oxford, 2007. $70.00. ix+320 pp., softcover.
- CHIMNEYS, LEOPARD SPOTS, AND THE IDENTITIES OF BASMAJIAN AND BRIDGEMAN
- ISOMETRIC ENDOMORPHISMS OF FREE GROUPS DANNY CALEGARI AND ALDEN WALKER
- STATISTICS AND COMPRESSION OF SCL DANNY CALEGARI AND JOSEPH MAHER
- WORD LENGTH IN SURFACE GROUPS WITH CHARACTERISTIC GENERATING SETS
- DENOMINATOR BOUNDS IN THOMPSON-LIKE GROUPS AND FLOWS DANNY CALEGARI
- Given a topological space X, we let C(X) denote the set of closed subsets of X. Inclusion of sets defines a natural partial order on C(X).
- STABLE W-LENGTH DANNY CALEGARI AND DONGPING ZHUANG
- What is . . . stable commutator length? Danny Calegari
- In [3] and [4], Chung and Yau introduce the following property for a generating set of a finitely generated group
- RANDOM RIGIDITY IN THE FREE GROUP DANNY CALEGARI AND ALDEN WALKER
- Continued Fractals Danny Calegari
- FOLIATIONS WITH ONESIDED BRANCHING DANNY CALEGARI
- KNOTS WITH SMALL RATIONAL GENUS DANNY CALEGARI AND CAMERON GORDON
- ALMOST CONTINUOUS EXTENSION FOR TAUT FOLIATIONS DANNY CALEGARI
- SURFACE SUBGROUPS FROM HOMOLOGY DANNY CALEGARI
- QUASIMORPHISMS AND LAWS DANNY CALEGARI
- The content of this note is an observation made in 2003 while I was working on [1]. However, I was encouraged to write it up after some useful conversations
- DISTORTION OF LEAVES IN PRODUCT FOLIATIONS DANNY CALEGARI
- The shape of the internet Danny Calegari
- CERTIFYING INCOMPRESSIBILITY OF NON-INJECTIVE SURFACES WITH SCL
- ZIGGURATS AND ROTATION NUMBERS DANNY CALEGARI AND ALDEN WALKER
- THE ERGODIC THEORY OF HYPERBOLIC GROUPS DANNY CALEGARI
