THE STORY: In the opening scene, two Supreme Beings plan the beginning of the world with the relish of two slightly sadistic suburban wives decorating a living room. Once they've decided on the color scheme of the races, a little concerned that whi
THE STORY: In the opening scene, two Supreme Beings plan the beginning of the world with the relish of two slightly sadistic suburban wives decorating a living room. Once they've decided on the color scheme of the races, a little concerned that whi
To what extent did the Irish disappear from English politics, life and consciousness following the Anglo-Irish War? Mo Moulton offers a new perspective on this question through an analysis of the process by which Ireland and the Irish were redefined in English culture as a feature of personal life and civil society rather than a political threat. Considering the Irish as the first postcolonial minority, they argue that the Irish case demonstrates an English solution to the larger problem of the collapse of multi-ethnic empires in the twentieth century. Drawing on an array of new archival evidence, Moulton discusses the many varieties of Irishness present in England during the 1920s and 1930s, including working-class republicans, relocated southern loyalists, and Irish enthusiasts. The Irish connection was sometimes repressed, but it was never truly forgotten; this book recovers it in settings as diverse as literary societies, sabotage campaigns, drinking clubs, and demonstrations.
The authors consider the two matrix model with an even quartic potential $W(y)=y^4/4+\alpha y^2/2$ and an even polynomial potential $V(x)$. The main result of the paper is the formulation of a vector equilibrium problem for the limiting mean density for the eigenvalues of one of the matrices $M_1$. The vector equilibrium problem is defined for three measures, with external fields on the first and third measures and an upper constraint on the second measure. The proof is based on a steepest descent analysis of a $4\times4$ matrix valued Riemann-Hilbert problem that characterizes the correlation kernel for the eigenvalues of $M_1$. The authors' results generalize earlier results for the case $\alpha=0$, where the external field on the third measure was not present.
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