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stochclouds_R5.dvi

Data-driven stochastic subgrid-scale parameterisation for tropical convection 1. A data-driven method for the stochastic parametrisation of. subgrid-scale tropical convective area fraction. Georg A. Gottwald a and Karsten Peters b,d and Laura Davies
www.maths.usyd.edu.au/u/gottwald/preprints/stochclouds.pdf

CHARACTERISING VERTEX-STAR TRANSITIVE AND EDGE-STAR TRANSITIVE GRAPHS MICHAEL GIUDICI, ...

Case (2) is realised by the vertex-maximal cliqueincidence graph of the Johnson graph (see Section 8.3.1) while Case (3) is realised by the vertex-maximalclique incidence graph of
www.maths.usyd.edu.au/u/athomas/papers/GiudiciLiSeressThomas_revised.pdf

On financial market correlation structures and diversification benefits across and within equity sectors

On financial market correlation structures anddiversification benefits across and within equity sectors. Nick Jamesa, Max Menziesb, Georg A. Gottwaldc. aSchool of Mathematics and Statistics, University of Melbourne, Victoria, AustraliabBeijing
www.maths.usyd.edu.au/u/gottwald/preprints/Portfolio22.pdf

CHARACTERISING STAR-TRANSITIVE AND ST(EDGE)-TRANSITIVE GRAPHS MICHAEL GIUDICI, CAI HENG ...

Case (2) is realised by the vertex-maximal cliqueincidence graph of the Johnson graph (see Section 8.3.1) while Case (3) is realised by the vertex-maximalclique incidence graph of
www.maths.usyd.edu.au/u/pubs/publist/preprints/2013/giudici-4.pdf

atsc_56_1811.3640_3662

3640 VOLUME 56J O U R N A L O F T H E A T M O S P H E R I C S C I E N C E S. q 1999 American Meteorological Society. The Formation of Coherent Structures in the Context of Blocking. GEORG GOTTWALD AND ROGER GRIMSHAW. Department of Mathematics and
www.maths.usyd.edu.au/u/gottwald/preprints/GottwaldGrimshaw_JAS1999.pdf

Captured – Sydney University Press

Part III Case studies: Creation of neoliberal markets. Chapter 7. Murray–Darling Basin Water Market by Maryanne Slattery and Bill Johnson.
sydneyuniversitypress.com/products/210147

AN EVANS FUNCTION FOR THE LINEARISED 2D EULER EQUATIONS ...

AN EVANS FUNCTION FOR THE LINEARISED 2D EULER. EQUATIONS USING HILL’S DETERMINANT. HOLGER R. DULLIN AND ROBERT MARANGELL. Abstract. We study the point spectrum of the linearisation of Euler’s equation forthe ideal fluid on the torus about a
www.maths.usyd.edu.au/u/marangel/publications/EulerHillEvansFinal3.pdf

EI Jimenez ppt HANDOUT

Jameson et al. (2012)ª. Jimenez et al. (2012)ª. Johnson, & McDonnell, (2004)ª. ... Johnson et al. (2004)ª. McDonnell et al. (2002)ᵇ. McDonnell et al.
www.sydney.edu.au/content/dam/corporate/documents/faculty-of-arts-and-social-sciences/study/short-courses/bree-jimenez-feature.pdf

Geometry & TopologyMonographs Volume 5 (2002) Four-manifolds, geometries and ...

Geometry & TopologyMonographs. Volume 5 (2002). Four-manifolds, geometries and knots. J.A.Hillman. The University of Sydney. jonathan.hillman@sydney.edu.au. Geometry & TopologyMonographsISSN 1464-8997 (on-line) 1464-8989 (printed)Volume 5
www.maths.usyd.edu.au/u/jonh/fmgk23.pdf