John Etnyre
#155,220
Most Influential Person Now
American mathematician
John Etnyre's AcademicInfluence.com Rankings
John Etnyremathematics Degrees
Mathematics
#7237
World Rank
#9872
Historical Rank
#2031
USA Rank
Measure Theory
#3369
World Rank
#3979
Historical Rank
#970
USA Rank

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Mathematics
John Etnyre's Degrees
- PhD Mathematics University of California, Berkeley
- Bachelors Mathematics University of California, Berkeley
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Why Is John Etnyre Influential?
(Suggest an Edit or Addition)According to Wikipedia, John Boyd Etnyre is an American mathematician at the Georgia Institute of Technology, and his research fields include contact geometry, symplectic geometry and low-dimensional topology. He earned his Ph.D. in 1996 from the University of Texas, Austin under the supervision of Robert Gompf. Etnyre was a postdoctoral scholar at Stanford University from 1997-2001. He was a faculty member at the University of Pennsylvania prior to joining the faculty at the Georgia Institute of Technology.
John Etnyre's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Legendrian and Transversal Knots (2003) (251)
- Lectures on open book decompositions and contact structures (2004) (220)
- CONTACT MANIFOLDS (2005) (209)
- Knots and Contact Geometry I: Torus Knots and the Figure Eight Knot (2001) (203)
- The contact homology of Legendrian submanifolds in R2n+1 (2005) (148)
- Planar open book decompositions and contact structures (2004) (141)
- Introductory Lectures on Contact Geometry (2001) (136)
- On the nonexistence of tight contact structures (1999) (125)
- Non-isotopic Legendrian submanifolds in R2n+1 (2005) (118)
- On symplectic cobordisms (2001) (109)
- Tight contact structures with no symplectic fillings (2000) (104)
- Cabling and transverse simplicity (2003) (101)
- Legendrian Contact Homology in P X R (2005) (99)
- ORIENTATIONS IN LEGENDRIAN CONTACT HOMOLOGY AND EXACT LAGRANGIAN IMMERSIONS (2004) (97)
- Invariants of Legendrian Knots and Coherent Orientations (2001) (90)
- Contact topology and hydrodynamics: I. Beltrami fields and the Seifert conjecture (2000) (87)
- Invariants of contact structures from open books (2006) (84)
- On symplectic fillings (2003) (81)
- NON-ISOTOPIC LEGENDRIAN SUBMANIFOLDS IN R (2005) (79)
- Contact Topology and Hydrodynamics (1997) (78)
- A Duality Exact Sequence for Legendrian Contact Homology (2008) (72)
- On connected sums and Legendrian knots (2003) (71)
- Knot contact homology (2011) (70)
- Symplectic convexity in low-dimensional topology (1998) (63)
- Cabling, contact structures and mapping class monoids (2010) (62)
- Knots and Contact Geometry (2000) (60)
- Fibered Transverse Knots and the Bennequin Bound (2008) (46)
- Transversal torus knots (1999) (45)
- Tight Contact Structures on Lens Spaces (1998) (45)
- Legendrian and transverse twist knots (2010) (44)
- A note on Stein fillings of contact manifolds (2007) (42)
- Rational linking and contact geometry (2009) (42)
- Contact topology and hydrodynamics III: knotted orbits (2000) (39)
- Legendrian Contact Homology (35)
- Filtrations on the knot contact homology of transverse knots (2010) (34)
- Product structures for Legendrian contact homology (2009) (33)
- On knots in overtwisted contact structures (2010) (30)
- Admissible transverse surgery does not preserve tightness (2012) (30)
- Sutured Floer homology and invariants of Legendrian and transverse knots (2014) (29)
- Realizing 4-manifolds as achiral Lefschetz fibrations (2005) (27)
- On generalizing Lutz twists (2009) (26)
- Torsion and Open Book Decompositions (2009) (26)
- Contact topology and hydrodynamics II: solid tori (1999) (25)
- Braided embeddings of contact 3‐manifolds in the standard contact 5‐sphere (2015) (21)
- Smooth structures on collarable ends of 4-manifolds (1996) (20)
- Contact structures on 5-manifolds (2012) (20)
- An index for closed orbits in Beltrami fields (2001) (19)
- Contact topology and hydrodynamics III: knotted flowlines (1999) (19)
- Stratified integrals and unknots in invisid flows (1999) (19)
- Tightness in contact metric 3-manifolds (2009) (19)
- Monoids in the mapping class group (2015) (18)
- Legendrian Submanifolds in $R^{2n+1}$ and Contact Homology (2002) (18)
- Embedding all contact 3‐manifolds in a fixed contact 5‐manifold (2017) (17)
- LEGENDRIAN CONTACT HOMOLOGY IN R3 (2018) (16)
- Problems in Low Dimensional Contact Topology (2002) (16)
- Invariants of Knots, Embeddings and Immersions via Contact Geometry (2004) (16)
- Legendrian satellites (2016) (16)
- Open Books and Plumbings (2006) (15)
- CONVEX SURFACES IN CONTACT GEOMETRY: CLASS NOTES (2004) (14)
- ON CONTACT SURGERY (2006) (13)
- Symplectic Fillings, Contact Surgeries, and Lagrangian Disks (2017) (12)
- Generic Hydrodynamic Instability of Curl Eigenfields (2003) (11)
- Gradient flows within plane fields (1999) (11)
- Contact structures on 3–manifolds are deformations of foliations (2006) (10)
- Contact geometry in low dimensional topology (2009) (10)
- Non-simplicity of Isocontact Embeddings in All Higher Dimensions (2018) (9)
- Legendrian and transverse cables of positive torus knots (2011) (9)
- Symplectic fillings and cobordisms of lens spaces (2020) (8)
- LECTURES ON CONTACT GEOMETRY IN LOW-DIMENSIONAL TOPOLOGY (2006) (8)
- Generalizations of planar contact manifolds to higher dimensions (2020) (8)
- Tight contact structures via dynamics (1999) (8)
- Legendrian contact homology in $\mathbb{R}^3$ (2018) (7)
- Contact surgery and symplectic caps (2018) (6)
- The arc complex and contact geometry: non-destabilizable planar open book decompositions of the tight contact 3-sphere (2013) (6)
- Knots and Contact Geometry II: Connected Sums (2002) (5)
- SYMPLECTIC CONSTRUCTIONS ON 4-MANIFOLDS (1996) (5)
- A note on the support norm of a contact structure (2009) (4)
- Symplectic hats (2020) (4)
- On 3-manifolds that are boundaries of exotic 4-manifolds (2019) (4)
- Corrigendum: On generalizing Lutz twists (2016) (3)
- Cabling Legendrian and transverse knots (2020) (3)
- Tight contact structures and Anosov flows (2002) (3)
- Non-loose torus knots (2022) (2)
- Contact surgery numbers (2022) (2)
- Quantitative Darboux theorems in contact geometry (2012) (2)
- Legendrian contact homology in R (2022) (2)
- Homology Spheres Bounding Acyclic Smooth Manifolds and Symplectic Fillings (2020) (2)
- Transverse universal links (2017) (2)
- ERRATUM TO: TIGHT CONTACT STRUCTURES ON LENS SPACES (2001) (2)
- RECOLLECTIONS FROM POINT SET TOPOLOGY AND OVERVIEW OF QUOTIENT SPACES (2008) (1)
- REMARKS ON ITERATED PLANAR CONTACT MANIFOLDS (2019) (1)
- Contact metric manifolds and tight contact structures (2009) (1)
- Stein traces and characterizing slopes (2021) (1)
- CAREER: Knot theory and dynamics in contact geometry (2008) (0)
- Symplectic Constructions on 4-manifolds Symplectic Constructions on 4-manifolds Background and Preliminary Results (1996) (0)
- Legendrian Torus and Cable Links (2021) (0)
- On symplectic llings (0)
- Non-simplicity of Isocontact Embeddings in All Higher Dimensions (2020) (0)
- DECOMPOSITIONS AND CONTACT STRUCTURES (2004) (0)
- TRANSVERSE TWIST KNOTS (2011) (0)
- Contact topology in higher dimensions (2019) (0)
- Preface (2022) (0)
- The Art of Writing Introductions (2019) (0)
- All 3-manifolds are the boundary of exotic 4-manifolds. (2019) (0)
- SYMPLECTIC CONSTRUCTIONS ON 4-MANIFOLDS by JOHN BOYD ETNYRE (2013) (0)
- Applying for Grants: Why and How? (2019) (0)
- Low Dimensional Contact Geometry (0)
- A bound for the radius of a tight ball in a contact metric 3-manifold (2009) (0)
- Filtrations on the knot contact homology of transverse knots (2012) (0)
- Book Review: Surgery on contact 3-manifolds and Stein surfaces (2006) (0)
- Tight contact structures on 3-manifolds via dynamics (1998) (0)
- Gradient ows within plane elds (1999) (0)
- SMALL TORSION GENERATING SETS FOR MAPPING CLASS GROUPS (2020) (0)
- Admissible transverse surgery does not preserve tightness (2013) (0)
- Tightness in contact metric 3-manifolds (2011) (0)
- 70 80 11 v 1 2 2 A ug 1 99 7 Contact Topology and Hydrodynamics (2008) (0)
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