Pushing forward matrix factorisations

We describe the pushforward of a matrix factorisation along a ring morphism in terms of an idempotent defined using relative Atiyah classes, and use this construction to study the convolution of kernels defining integral functors between categories of matrix factorisations. We give an elementary proof of a formula for the Chern character of the convolution generalising the Hirzebruch-Riemann-Roch formula of Polishchuk and Vaintrob.Comment: 43 pages, comments welcom

A consensus approach to building diabetes capabilities in the healthcare workforce

This study investigated the different health professional practice levels that signified a change in the breadth of knowledge and skills required to deliver diabetes education and care in Australia. Further, it identified the capabilities needed by health professionals to deliver quality, safe diabetes education and care to increase the health workforce’s capacity to manage diabetes. It resulted in the development of a capability framework to guide training and practice