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Timetable (WIMW01)

Women in Mathematics Meeting

Thursday 15th April 2010 to Friday 16th April 2010

Thursday 15th April 2010
10:30 to 11:00 Registration & Coffee
11:00 to 11:40 J Gog ([Cambridge])
Disease dynamics: from equation to experiment (and back)
11:40 to 12:20 The mystery of chaos in the Lorenz equations
Preprint available at

Pablo Aguirre, Eusebius J. Doedel, Bernd Krauskopf and Hinke M. Osinga
"Investigating the consequences of global bifurcations for two-dimensional invariant manifolds of vector fields"
Discrete and Continuous Dynamical Systems - Series S (in press)

12:20 to 13:00 Random matrices and Riemann zeros INI 1
13:00 to 14:00 Lunch & poster session
14:00 to 14:20 The local reciprocity map: finding an explicit formula for a canonical isomorphism
I will start by defining the p-adic numbers, the classic example of a local field. I will go on to state the existence of the local reciprocity map and describe the cases for which an explicit formula has been found. I will end by trying to explain what makes it difficult to compute local reciprocity in the remaining cases.
14:25 to 14:45 A hybrid model for plastic card fraud detection systems
We present the framework for a hybrid model for plastic card fraud detection systems. The proposed data-customised approach combines elements of supervised and unsupervised methodologies aiming to compensate for the individual deficiencies of the methods. We demonstrate the ability of the hybrid model to identify fraudulent activity on the real debit card transaction data. We also explore the model's efficiency against that of the existing monitoring system of the collaborating bank, using appropriate performance assessment criteria.
14:50 to 15:10 E Graefe ([Bristol])
Non-Hermitian quantum systems, classical dissipation, and PT-symmetry
Non-Hermitian operators play a crucial role in various fields of mathematics and physics and have attracted considerable attention recently from both fields. While in quantum mechanics the Hamiltonian is traditionally demanded to be Hermitian for the description of a closed system, there is a rapidly growing interest in the use of non-Hermitian Hamiltonians arising from different areas. The first is the field of open quantum systems where the overall probability decreases in time, such as decay, transport and scattering phenomena. The second motivation arises from the observation that there is a class of non-Hermitian operators (often called PT-symmetric) yielding purely real eigenvalues that can be used to define a fully consistent quantum theory for closed systems. In the present talk we will give a brief overview of non-Hermitian quantum theories, and furthermore introduce their classical analogues, described by dissipative phase space flows.
15:15 to 15:35 N Aamir ([Essex])
New Multistep methods
15:40 to 16:00 S Jaidee ([East Anglia])
Mertens' Theorem for S- integer Dynamical Systems
16:05 to 16:25 N Vriend ([Cambridge])
Solving the mystery of booming sand dunes: an example of wave propagation through a granular material
Booming sand dunes are able to produce a persistent, low-frequency sound that resembles a pure note from a music instrument. A natural or induced avalanche from a slip face of the booming dune triggers an emission that may last for several minutes. The sound has a dominant audible frequency (70 - 105 Hz) and several higher harmonics and may be heard from distances far away. Quantitative field research at the booming dunes of the Mojave Desert and Death Valley National Park has been combined with theoretical modeling to unravel the booming phenomenon. Microphone and geophone recordings of the acoustic emission are used to obtain wave propagation characteristics. Geophysical techniques image the subsurface structure of the dune and reveal a natural internal layering. This layering is crucial for the existence of a natural waveguide that guides and amplifies the waves to a magnificent sound.
16:30 to 17:00 Tea
17:00 to 18:00 Meet the European Mathematical Society Women in Mathematics Committee INI 1
18:00 to 19:00 Reception
19:30 to 21:00 Dinner at Newnham College
Friday 16th April 2010
09:00 to 09:50 A Etheridge ([Oxford])
The pain in the torus: modelling populations in a spatial continuum
10:00 to 11:00 R Tobbell & B Mestel & G Stallard
Initiatives for women mathematicians (UKRC/INI/LMS)
11:00 to 11:30 Coffee
11:30 to 12:45 A Nerukh & V Blackstone & K Cann
Funding opportunities for mathematicians
12:45 to 13:00 Introduction to discussion groups INI 1
13:00 to 13:40 Lunch
13:40 to 14:30 Coffee and cake and discussion groups INI 1
14:30 to 15:00 Feedback INI 1
15:00 to 16:00 Why mathematics continues to fascinate me - surgery in holomorphic dynamics in particular INI 1
16:00 to 16:30 Tea and departures
University of Cambridge Research Councils UK
    Clay Mathematics Institute London Mathematical Society NM Rothschild and Sons