At various times in its history, the Australian Labor Party’s strict insistence that its parliamentarians vote along party lines or face expulsion has caused angst within the party. On the one hand, the practice means that talented party members might be lost to the ALP; on the other, party solidarity is the key to passing legislation and to maintaining cohesion. One of the early architects of Labor’s strict party discipline was J.C. Watson, who was a major figure within the labour movement between 1890 and 1916.

In Yes, Prime Minister, Sir Humphrey Appleby spells out the really important things in British life: Radio 3, the countryside, the law, and the universities – both of them. It is an amusing reminder that writing on higher education in the United Kingdom focuses on just a handful of institutions. In History in the House, Richard Davenport-Hines takes this approach much further – to just one discipline in a single Oxford college, Christ Church, known as ‘the House’.

Valerie and Yvonne Cohen were ‘artful’ in more ways than one. Both sisters were artists, and most of their friends and lovers were artists. They were ‘artistic’, seeking an unconventional life. For years they spent their winters on a tiny tropical island. And they – particularly Val – were artful dodgers.

There is a great deal going on in Christine Paice’s new novel, The Oxenbridge King. In this narrative, we meet the troubled soul of Richard III (1452-85), unable to find rest, a contemporary young woman who struggles with loss and misjudged relationships, an angel emerging from his chrysalis after being trapped for centuries in the cellar of the family home, and a talking bird that operates as a link between characters, places, times. In what can feel like dreamlike jolts, the parallel immediacies of 500 years ago and today keep warping and collapsing into each other.

Robyn Arianrhod is a science writer, and an affiliate of Monash’s School of Mathematics. Her reviews have appeared in Australian Book Review, The Age, Times Higher Education, The Mathematical Intelligencer, Cosmos, and Notices of the American Mathematical Society. Her latest book is Vector: A surprising story of space, time, and mathematical transformation (UNSW Press, 2024).

It was no surprise, in the end, when the October 2023 referendum on the constitutional enshrinement of an Aboriginal and Torres Strait Islander Voice was comprehensively defeated, given the concerted opposition of the Liberal-National Coalition. The history of Australian referendums is clear: bipartisan support is a necessary precondition for constitutional change.

Don’t judge a book by its cover? There is no problem with this book. The cover and artist’s note, declaring inspiration from such diverse art forms as traditional Indian miniature painting, Indian matchbox design, and a ‘harmonious blend of Indian and Australian flora’, encapsulate the intertwining narratives and cultural crossovers of the stories within.

Someone has left the day wide open here
But no one ever comes to mow the grass.
A man stands out of earshot, just a flash

Australia is experiencing a housing disaster that risks turning into a social and economic catastrophe. It is a disaster because all four aspects of the system are extremely stressed and play havoc with the lives and aspirations of millions of people. Home ownership is beyond the reach of many households, even those with two good wages coming in, let alone those with one. Rents have skyrocketed and few affordable rentals are available for ordinary working families. Housing costs are so high as to lower living standards generally. The modern history of social housing is one of deliberate government under-investment, to the point where it is available only to those on income support and with desperate needs. In our land of plenty, homelessness is among the highest in the world and visible to all – a fact reported to our national shame in the international media.

If you ever came across a vector in a high-school science class, it probably looked quite simple: a little arrow you might draw on a diagram to show the motion of a train or the forces on a swinging pendulum. An arrow pointing right would cancel an arrow pointing left, or → + ← = 0. Add together two arrows pointing in the same direction, you get one twice as long: →. A rightward arrow plus an upward one? You’ve got yourself a diagonal: → + ↑ =  ↗.