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Applied Mathematics PhD Projects, Programs & Scholarships in New Zealand

We have 10 Applied Mathematics PhD Projects, Programs & Scholarships in New Zealand

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  CFD of atmospheric re-entry
  Dr J Cater, Dr N Rattenbury
Applications accepted all year round

Funding Type

PhD Type

The Faculties of Science and Engineering are jointly developing a space systems programme at The University of Auckland. This cross-disciplinary effort has brought together engineers and scientists interested in growing New Zealand’s expertise in space mission design, satellite construction and space science.
  PhD on nonlinear optics and laser physics in passive resonators
  Dr M Erkintalo, Assoc Prof S. G. Murdoch
Application Deadline: 28 November 2019

Funding Type

PhD Type

A fully funded PhD studentship is available starting as soon as possible to work on nonlinear optics in passive resonators. The resonant enhancement of laser light launched into an optical cavity can be leveraged to increase the strength of nonlinear light-matter interactions.
  High-resolution Imaging of Near-Earth Objects and Space Debris: Real-Time Atmospheric Tomographic Signal Processing
  Dr SJ Waddell, Dr R Clare
Applications accepted all year round

Funding Type

PhD Type

The research project is concerned with development and implementation of signal and image processing algorithms for predicting a distortion function when viewing an artificial satellite or large space debris objects thorough atmospheric turbulence and with the aid of a 60 cm to 100 cm optical telescope.
  Boundary conditions for non-local operators and their numerical implementation and applications
  Assoc Prof B Baeumer
Application Deadline: 1 December 2019

Funding Type

PhD Type

Non-local differential operators are a common mathematical tool to spatially model the risk of spread of an invasive species, an epidemic, or any other system where the outliers dominate the dynamics of spread.
  Mathematics for large-scale inference algorithms in Bayesian demographic analysis
  Prof D Bryant
Applications accepted all year round

Funding Type

PhD Type

This project is part of a major research programme tackling one of the major open challenges in data science. how to merge existing machine learning (ML) tools, which are fast but fallible, with Bayesian approaches, which are the gold standard but computationally unobtainable.
  Modelling ocean wave dissipation through pancake ice fields
  Dr F Montiel, Dr A Suanda
Applications accepted all year round

Funding Type

PhD Type

In a warming climate, ocean wave activity is projected to intensify in the polar regions. Sea ice forms as pancake ice at the ocean surface under intense wave conditions.
  Modelling wave-induced sea ice breakup on small and large scales
  Dr F Montiel
Applications accepted all year round

Funding Type

PhD Type

Sea ice is a key component of the climate system, which is experiencing significant changes as a consequence of global warming. The rapidly decreasing sea ice extent in the Arctic Ocean means solar radiations are increasingly being absorbed into the ocean, causing further melting and weakening of the sea ice cover.
  Numerical and analytical studies of early universe Einstein-Euler-scalar field models
  Dr F Beyer
Applications accepted all year round

Funding Type

PhD Type

The point of this project is to study the Einstein’ equation (as a model of gravity) coupled to the Euler equations (as a model of cosmological matter) and the scalar field equations (as a model of the “inflaton” driving “inflation”) in the cosmological setting close to a big bang singularity.
  Numerical modelling of sediment transportation and surface roughness on vegetated coastal dune systems
  Assoc Prof S Wakes
Applications accepted all year round

Funding Type

PhD Type

Coasts and coastal communities around the world are vulnerable to sea level increases and intensity of storm events. Vegetated sand dunes are relied upon for protection, buffering coastal communities from the sea.
  Numerical study of global properties of general relativistic space-times
  Prof J Frauendiner
Applications accepted all year round

Funding Type

PhD Type

This project is part of a larger research program which tries to study the global structure of space-times by numerically solving the conformal field equations, a system of partial differential equations which is equivalent to the vacuum Einstein equations.
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