ANU Home | Search ANU
The Australian National University
Centre for Mathematics and its Applications (CMA)
CMA Research Reports
Printer Friendly Version of this Document

CMA Research Reports - MRR02

Click on the research report number to view the abstract and download the article, where available.
MRR02-001
Zhengfeng Li, Michael R. Osborne and Tania Prvan

Parameter Estimation of Ordinary Differential Equations

AMS Classification: 65F15

MRR02-002
Z.F. Li, M.R. Osborne and T. Prvan

Numerical algorithms for constrained maximum likelihood estimation

AMS Classification: 65L10

MRR02-003
Christopher Zoppou, Ole M. Nielsen and Lu Zhang

Regionalization of daily stream flow in Australia using wavelets and k-means analysis

AMS Classification: 62P12

MRR02-004
Christian Le Merdy

On square functions associated to sectorial operators

AMS Classification: 47A60

MRR02-005
Christian Le Merdy

Similarities of ω-accretive operators

AMS Classification: 47A60

MRR02-006
Nick Dungey

High order regularity for subelliptic operators on Lie groups of polynomial growth

AMS Classification: 22E30

MRR02-007
A.F.M. ter Elst and Derek W. Robinson

Gaussian bounds for complex subelliptic operators on Lie groups of polynomial growth

AMS Classification: 22E30

MRR02-008
Angelina Y.M. Chin

Some low degree generators of the integral cohomology ring of a non-abelian group of order p4 and exponent p

AMS Classification: 20J06

MRR02-009
D.L. Flannery

Irreducible linear groups of degree four over finite fields

AMS Classification: 20H30

MRR02-010
Tom ter Elst

Derivatives of kernels associated to complex subelliptic operators on Lie groups of polynomial growth

AMS Classification: 22E10

MRR02-011
Adam Sikora and Terence Tao

Bochner-Riesz summability for analytic functions on the m-complex unit sphere and for cylindrically symmetric functions on Rn-1 × R

AMS Classification: 42B15

MRR02-012
C.J.T. Wetherell

The Wielandt series of metabelian groups

AMS Classification: 20D35

MRR02-013
C.J.T. Wetherell

Soluble groups of small Wielandt length

AMS Classification: 20D35

MRR02-014
James McCoy

The Mixed Volume Preserving Mean Curvature Flow

AMS Classification: 53C44

MRR02-015
James McCoy

The Surface Area Preserving Mean Curvature Flow

AMS Classification: 53C44

MRR02-016
Nick Dungey

Some regularity estimates for convolution semigroups on a group of polynomial growth

AMS Classification: 22E30