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November 2018
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Associate Professor Nicholas Buchdahl

Reader in Pure Mathematics


Office: 651 | Telephone: +61 8 8313 4165


Academic duties

Responsibility
Director of the Centre for Quantification and Management of Risk

Honours supervision

Thesis titleStudentGraduation
Planetary motion: a historical perspectiveHowie Chu2011
Constructing constant scalar curvature metrics on surfacesKyle Talbot2011
The Uniformisation Theorem 2009
On compact, simply connected, smooth four-manifolds with definite intersection formEdward Ross2009
The classification of surfaces Mark Bott2008

Master of Philosophy supervision

Thesis titleStudentGraduation
Quantitative analysis of surface shapeJack Massey
Topics in complex geometric analysisMichael Albanese
Oka theory of Riemann surfaces

Doctor of Philosophy supervision

Thesis titleStudentGraduation
Acyclic embeddings of open Riemann surfaces into elliptic manifoldsTyson Ritter2011
Regularized equivariant Euler classes and gamma functionsRongmin Lu2008
Invariant bilinear differential pairings on parabolic geometricsJens Kroeske2008
Spaces of holomorphic maps in Oka theoryAlexander Hanysz
Mathematics education in Australia
Transcendental methods in complex geometryDamien Warman

Research interests

Research interestGroup
Complex analysisGeometry
Complex analytic and algebraic geometryGeometry
Differential geometryGeometry
Gauge theoryGeometry
Mathematical physicsGeometry
Complex analysisMathematical Physics
Complex analytic and algebraic geometryMathematical Physics
Differential geometryMathematical Physics
Gauge theoryMathematical Physics
Mathematical physicsMathematical Physics

Research seminars

TitleSeries
Classification and compact complex manifolds IDifferential Geometry Seminar
Classification and compact complex manifolds IIDifferential Geometry Seminar
Moduli spaces of stable holomorphic vector bundlesDifferential Geometry Seminar
Moduli spaces of stable holomorphic vector bundles IIDifferential Geometry Seminar
Moduli spaces of stable holomorphic vector bundles IIIDifferential Geometry Seminar
K3 surfaces: a crash courseDifferential Geometry Seminar
Differential topology 101Differential Geometry Seminar
Geometric structures on moduli spacesDifferential Geometry Seminar