Oxford Index Browse

You are looking at 1-10 of 2,635 items for:

Science and Mathematics x Applied Mathematics x clear all

Refine by type

Refine by product

 

A 1D model for polymer melting during modulated temperature differential scanning calorimetry

A. A. Lacey and C. V. Nikolopoulos.

in IMA Journal of Applied Mathematics

April 2006; p ublished online April 2006 .

Journal Article. Subjects: Applied Mathematics. 0 words.

A 1D model for the melting of polymers, assuming the polymer crystals take the form of lamellæ or thin sheets of material, is discussed. The model is derived on the assumption that the...

Go to Oxford Journals »  abstract

A 2D constrained mixture model for arterial adaptations to large changes in flow, pressure and axial stretch

Rudolph L. Gleason and Jay D. Humphrey.

in Mathematical Medicine and Biology: A Journal of the IMA

December 2005; p ublished online December 2005 .

Journal Article. Subjects: Applied Mathematics; Biomathematics and Statistics. 0 words.

Soft tissue growth and remodelling (G&R) are achieved through highly complex, temporally regulated mechanisms that lead to the adaptation of structurally significant cells and extracellular...

Go to Oxford Journals »  abstract

ABRAHAMS, (Ian) David (<i>born</i> 1958), Beyer Professor of Applied Mathematics, University of Manchester, since 1998

in Who's Who

P ublished online November 2015 .

Reference Entry. Subjects: History of Mathematics; Mathematics; Applied Mathematics; Social and Cultural History; Education; Organization and Management of Education. 184 words.

Go to Who's Who and Who Was Who »  home page

Absorbing boundary conditions for reaction–diffusion equations

Jérémie Szeftel.

in IMA Journal of Applied Mathematics

April 2003; p ublished online April 2003 .

Journal Article. Subjects: Applied Mathematics. 0 words.

We treat here of the question of absorbing boundary conditions for nonlinear diffusion equations. We use the conditions designed for the linear equation, we prove them to be well posed for...

Go to Oxford Journals »  abstract

Accuracy of the multipole expansion applied to a sphere in a creeping flow parallel to a wall

ML Ekiel-Jeżewska and E Wajnryb.

in The Quarterly Journal of Mechanics and Applied Mathematics

November 2006; p ublished online November 2006 .

Journal Article. Subjects: Applied Mathematics; Mathematical and Statistical Physics. 6446 words.

An example system is studied to discuss precision of the multipole expansion, applied to determine forces exerted on particles by a viscous low-Reynolds-number fluid flow. A single sphere...

Go to Oxford Journals »  abstract

Acknowledgements

in Mathematical Medicine and Biology: A Journal of the IMA

December 1996 .

Journal Article. Subjects: Applied Mathematics; Biomathematics and Statistics. 0 words.

Go to Oxford Journals »  abstract

Acknowledgements

in Mathematical Medicine and Biology: A Journal of the IMA

December 1997; p ublished online December 1997 .

Journal Article. Subjects: Applied Mathematics; Biomathematics and Statistics. 0 words.

Go to Oxford Journals »  abstract

Acknowledgements

in Mathematical Medicine and Biology: A Journal of the IMA

December 1998; p ublished online December 1998 .

Journal Article. Subjects: Applied Mathematics; Biomathematics and Statistics. 0 words.

Go to Oxford Journals »  abstract

Acknowledgements

in Mathematical Medicine and Biology: A Journal of the IMA

December 1999; p ublished online December 1999 .

Journal Article. Subjects: Applied Mathematics; Biomathematics and Statistics. 0 words.

Go to Oxford Journals »  abstract

Acknowledgements

in Mathematical Medicine and Biology: A Journal of the IMA

January 2000; p ublished online January 2000 .

Journal Article. Subjects: Applied Mathematics; Biomathematics and Statistics. 0 words.

Go to Oxford Journals »  abstract