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  1. 1
    by Herrera, Ismael
    Published 2012
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    Mathematical modeling in science and engineering an axiomatic approach /
  2. 2
    Subjects “...Speculation Mathematical models....”
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    Forecasting in financial and sports gambling markets adaptive drift modeling /
  3. 3
    by Heinesen, Asta
    Published 2019
    Subjects “...Cosmology Mathematical models....”
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    Inhomogeneous cosmology and observational implications : a thesis submitted in partial fulfilment of the requirements for the degree of Doctor of Philosphy, University of Canterbury, School of Physical & Chemical Sciences /
  4. 4
    by Gerya, Taras
    Published 2019
    Subjects “...Geophysics Mathematical models....”
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    Introduction to numerical geodynamic modelling /
  5. 5
    Published 2013
    Subjects “...Management Mathematical models....”
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    Quantitative modelling in marketing and management
  6. 6
    by Benninga, Simon
    Published 2008
    Subjects “...Economics Mathematical models....”
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    Financial modeling
  7. 7
    Published 2010
    Subjects “...Finance Mathematical models....”
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    Handbook of quantitative finance and risk management
  8. 8
    by Frigg, Roman
    Published 2020
    Subjects “...Mathematical models....”
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    Modelling nature an opinionated introduction to scientific representation /
  9. 9
    by Peleg, Doron, 1952-
    Published 2014
    Subjects “...Finance Mathematical models....”
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    Fundamental models in financial theory /
  10. 10
    by Sagaut, Pierre, 1967-
    Published 2018
    Subjects “...Turbulence Mathematical models....”
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    Homogeneous turbulence dynamics /
  11. 11
    Subjects “...Fiscal policy Mathematical models....”
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    The new dynamic public finance
  12. 12
    by Rocquigny, Etienne de
    Published 2012
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    Modelling under risk and uncertainty an introduction to statistical, phenomenological and computational methods /
  13. 13
    by Frater, Fletcher
    Published 2022
    Subjects “...Water Storage Mathematical models....”
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    Development of an optimisation framework for the investigation of multiple water stores : CAMS 690 MSc Thesis submitted in partial fulfilment of the requirements for the degree of Master of Science in Computation and Applied Mathematics, School of Mathematics and Statistics, University of Canterbury, Christchurch, New Zealand /
  14. 14
    by Diekmann, O.
    Published 2013
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    Mathematical tools for understanding infectious diseases dynamics
  15. 15
    Published 2016
    Subjects “...Geography Mathematical models....”
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    Global dynamics : approaches from complexity science /
  16. 16
    by Yang, Xin-She
    Published 2019
    Subjects “...Internet Mathematical models....”
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    Mathematical foundations of nature-inspired algorithms /
  17. 17
    by Overwater, Marcus
    Published 2023
    Subjects “...Biodiversity Mathematical models....”
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    On the mathematical links between phylogenetic and feature diversity : [a thesis submitted in partial fulfillment of the requirements for the degree of a Master of Science in Mathematics] at the Biomathematics Research Centre, School of Mathematics and Statistics, University of Canterbury, Christchurch, New Zealand /
  18. 18
    Subjects “...Rockslides Mathematical models....”
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    Numerical modelling of the micromechanical behaviour of catastrophic long run-out rock avalanches : a thesis submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in Civil Engineering, Department of Civil and Natural Resources Engineering, University of Canterbury /
  19. 19
    by Södergren, Anna Helena
    Published 2019
    Subjects “...Climatology Mathematical models....”
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    Using simple models to improve understanding of the interactions between components of the climate system : a thesis submitted in partial fulfilment of the requirements for the degree of Doctor of Philosophy in Physics at the University of Canterbury, Department of Physics and Astronomy, College of Science /
  20. 20
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    Modelling multidimensional seismic wave propagation effects in geotechnical site response analysis by incorporating physics-based ground motion simulations and soil heterogeneity : a dissertation submitted to University of Canterbury in partial fulfilment of the requirements for the degree of Doctor of Philosophy, Department of Civil and Natural Resources Engineering, University of Canterbury, Christchurch, New Zealand /

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