Greg Stevenson – författare

An explosion of new ceramic design in the late 1920s and early 1930s introduced vibrant colours and dramatic angular shapes to the breakfast tables of Britain and the world. This book includes information on how to identify and date ceramics at a glance and features all the major designers including Clarice Cliff, Susie Cooper and Charlotte Rhead.

The 1930s home presented an exciting new way of living for the generation that moved out to the suburbs. Young couples who had previously rented accommodation in urban centres found themselves able to afford new-build homes with hot running water, a bathroom indoors and even aerials for the wireless already installed. Some four million houses were erected, mostly in cosy semi-detached styles that harked back to traditional cottage architecture. The design elite rejected this 'Stockbroker Tudor' look and opted instead for brave, flat-roofed modernist villas. But whether the house drew on historical references or futuristic ones, interest in interior decoration boomed. This book introduces the homes that people fell in love with in the 1930s, and the fixtures and fittings that went in them. With nearly hundred illustrations and informative chapters on architectural styles, gardens, furnishings and technology in the home, this book is the most popular introductory guide to the houses of the period. It is not only a practical and valuable companion for people who own or wish to renovate an inter-war house but also will appeal to all those interested in period design.

This volume presents an elaborated version of lecture notes for two advanced courses: (Re)Emerging methods in Commutative Algebra and Representation Theory and Building Bridges Between Algebra and Topology, held at the CRM in the spring of 2015.Homological algebra is a rich and ubiquitous area; it is both an active field of research and a widespread toolbox for many mathematicians. Together, these notes introduce recent applications and interactions of homological methods in commutative algebra, representation theory and topology, narrowing the gap between specialists from different areas wishing to acquaint themselves with a rapidly growing field. The covered topics range from a fresh introduction to the growing area of support theory for triangulated categories to the striking consequences of the formulation in the homotopy theory of classical concepts in commutative algebra. Moreover, they also include a higher categories view of Hall algebras and an introduction to the use of idempotent functors in algebra and topology.