An Interplay of Learning, Creativity and Narrative Biography in a Mental Health Setting: Bertie's Story

This paper describes selected findings from a research study exploring the use of a basic literacy/creative writing course provided in a community setting for adults with long-term mental health difficulties. It explores one case in particular, where long-term mental illness coupled with limited verbal articulation and low levels of literacy presented significant barriers to learning, creativity and the construction of narrative. However, whilst little movement or development could be discerned in some participant cases where recognisable barriers were less formidable, the case study selected illustrates a resilience and agency on the part of one individual which enabled incremental but significant development. The paper suggests that seeking the creative in the writing, or the meaning in the words was to overlook the actual creative act, which was the resilient, reparative process of coming to terms with a new identity and a new self narrative

Direct Contact Among Galactic Civilizations by Relativistic Interstellar Spaceflight

Direct contact among galactic populations by relativistic interstellar spacefligh

Calculus of variations and mathematical theory of optimal control

A bibliography is presented of publications and reports resulting from the research project

Detection times and number densities of rare mobile organisms: Application to Loch Ness

A formula is developed for determining the total population and mean distance between macro life forms. The formula is applied in the search for rare marine life in Loch Ness

Ultraviolet selection pressure on the earliest organisms

Effects of UV selection pressure on evolutionary development patterns of early organism

The cyclic sieving phenomenon: a survey

The cyclic sieving phenomenon was defined by Reiner, Stanton, and White in a 2004 paper. Let X be a finite set, C be a finite cyclic group acting on X, and f(q) be a polynomial in q with nonnegative integer coefficients. Then the triple (X,C,f(q)) exhibits the cyclic sieving phenomenon if, for all g in C, we have # X^g = f(w) where # denotes cardinality, X^g is the fixed point set of g, and w is a root of unity chosen to have the same order as g. It might seem improbable that substituting a root of unity into a polynomial with integer coefficients would have an enumerative meaning. But many instances of the cyclic sieving phenomenon have now been found. Furthermore, the proofs that this phenomenon hold often involve interesting and sometimes deep results from representation theory. We will survey the current literature on cyclic sieving, providing the necessary background about representations, Coxeter groups, and other algebraic aspects as needed.Comment: 48 pages, 3 figures, the sedcond version contains numerous changes suggested by colleagues and the referee. To appear in the London Mathematical Society Lecture Note Series. The third version has a few smaller change