The SESAMI evaluation of employment support in the UK: background and baseline data

Aims: This study evaluates real world employment support for people with severe mental health problems in the UK. Given a policy context which promotes social inclusion and welfare to work, we wanted to find out about typical employment services and their effects on people with mental health problems. Method: A case study design was adopted, incorporating qualitative and quantitative interviews with staff and users of each service. After screening for severity, 182 individuals met our inclusion criteria for current use of the services. They were interviewed about their current engagement with support services, their employment and job satisfaction if employed. Measures of self esteem, hope/optimism and job satisfaction were taken as outcomes. Results: We report here associations between the outcome measures and: current working status; support from the agency; and demographic features at baseline. People who were working had higher outcome scores than those who were in work preparation or training. People working with support had higher job satisfaction. Conclusions: The study highlights the methodological issues raised by doing real world research. These findings were generated by heterogeneous interventions in non-experimental settings. Despite this, they tend to support previous evidence in favour of early placement and ongoing support in work

The stringy instanton partition function

We perform an exact computation of the gauged linear sigma model associated to a D1-D5 brane system on a resolved A 1 singularity. This is accomplished via supersymmetric localization on the blown-up two-sphere. We show that in the blow-down limit the partition function reduces to the Nekrasov partition function evaluating the equivariant volume of the instanton moduli space. For finite radius we obtain a tower of world-sheet instanton corrections, that we identify with the equivariant Gromov-Witten invariants of the ADHM moduli space. We show that these corrections can be encoded in a deformation of the Seiberg-Witten prepotential. From the mathematical viewpoint, the D1-D5 system under study displays a twofold nature: the D1-branes viewpoint captures the equivariant quantum cohomology of the ADHM instanton moduli space in the Givental formalism, and the D5-branes viewpoint is related to higher rank equivariant Donaldson-Thomas invariants

On Painlev\ue9/gauge theory correspondence

We elucidate the relation between Painlev\'e equations and four-dimensional rank one N=2 theories by identifying the connection associated to Painlev\'e isomonodromic problems with the oper limit of the flat connection of the Hitchin system associated to gauge theories and by studying the corresponding renormalisation group flow. Based on this correspondence we provide long-distance expansions at various canonical rays for all Painlev\'e functions in terms of magnetic and dyonic Nekrasov partition functions for N=2 SQCD and Argyres-Douglas theories at self-dual Omega background \u3f51+\u3f52=0, or equivalently in terms of c=1 irregular conformal blocks