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Houston, Kevin - School of Mathematics, University of Leeds
University of Leeds School of Mathematics
with Liftables Kevin Houston
University of Leeds, School of Mathematics MATH 2021 Complex Analysis: Solutions 1.
MATH2021 Complex Analysis Notes on Exam 2004/2005
Extended Goryunov Invariants Kevin Houston
Equisingularity and The Euler Characteristic of a Milnor Fibre
On the topology of augmentations and concatenations of singularities
Local Topology of Finite Complex Analytic Maps by Kevin Houston
On the classi cation of real mono-germs of corank one and codimension one.
Vector fields classification
Disentanglements of maps from 2n-space to Kevin Houston
Black and White Local Invariants of Mappings from Surfaces into Three-Space
On Equisingularity of Families of Maps (Cn Kevin Houston
Singularities in generic one-parameter complex analytic families of maps
Topology of Differentiable Mappings Kevin Houston
Stratification of Unfoldings of Corank 1 Singularities Kevin Houston
arXiv:math.CV/0611699v122Nov2006 Topological Triviality of Families of Singular
Review of `Singular Points of Plane Curves by C.T.C. Wall' Plane curves are a valuable source of mathematics. In many situations one
MATH1910 Modelling and Investigations: Long Pure Project Dr. Kevin Houston
Complex Analysis 2004/2005 c K. Houston 2005
University of Leeds, School of Mathematics MATH 2021 Complex Analysis: Problems 1.
`Curves and Singularities' by Bruce and Giblin Many years ago, at the tail end of the Eighties, when Margaret Thatcher was
Disentanglements and Whitney Equisingularity Kevin Houston
On the classi cation of complex multi-germs of corank one and codimension one.
Homotopy Type of Disentanglements of Multi-germs
Liftable Vector Kevin Houston
How to Write Mathematics c Kevin Houston
Geometry of Curves and Surfaces Let I R be an open interval.
A Note On Good Real Perturbations of Singularities Kevin Houston
MATH1225 Introduction to Completing the square
Extended Goryunov Invariants Kevin Houston
Augmentation of Singularities of Smooth Mappings Kevin Houston
Bouquet and Join Theorems for Disentanglements Kevin Houston
How to Think Like a Mathematician
Equisingularity of families of hypersurfaces and applications to mappings
How to Think Like a Mathematician
MATH2051 Geometry of Curves and Surfaces: Exercises 1
How to Write Mathematics c Kevin Houston
MATH1225 Introduction to Geometry: The exam will have the same structure as other exams in Mathematics: There are five questions
University of Leeds School of Mathematics
University of Leeds School of Mathematics
A General Image Computing Spectral Sequence Kevin Houston
Bouquet and Join Theorems for Disentanglements Kevin Houston
Disentanglements of maps from 2n-space to 3n-space.
Disentanglements and Whitney Equisingularity Kevin Houston
Review of `The Poincare Conjecture: In search of the shape of the Universe by Donal O'Shea'
A BOSE TYPE FORMULA FOR THE INTERNAL MEDIAL AXIS OF AN EMBEDDED MANIFOLD.