Ward's solitions

Using the `Riemann Problem with zeros' method, Ward has constructed exact solutions to a (2+1)-dimensional integrable Chiral Model, which exhibit solitons with nontrivial scattering. We give a correspondence between what we conjecture to be all pure soliton solutions and certain holomorphic vector bundles on a compact surface.Comment: 12 pages. Published copy, also available at http://www.maths.warwick.ac.uk/gt/GTVol1/paper2.abs.htm

Seasonality in Government Expenditure Examined

Expenditure controllers in the Government are well aware of the problem of bunching of expenditure at the end of the year. The paper attempts to re-examine this phenomena. It is argued that response to this annually recurring problem of bunching should not be that of simply laying down uniform spending norms. Measures to prevent bunching call for taking into account the composition of expenditure and the nature of programmes being implemented by different spending departments.Government expenditure;phasing public expenditure

Book Review: Hinduism and Christianity

A review of John Brockington\u27s Hinduism and Christianity

Book Review: Materialien zur Geschichte der Ramanuja-Schule II

A review of Materialien zur Geschichte der Ramanuja-Schule II by Gerhard Oberhammer

Book Review: God as feminine: Hindu and Christian Vision. A Dialogue.

A review of Joseph Sebastian\u27s God as feminine: Hindu and Christian Vision. A Dialogue

Book Review: Singing the Body of God. The Hymns of Vedantadesika in their South Indian Tradition

A review of Singing the Body of God. The Hymns of Vedantadesika in their South Indian Tradition by Steven Paul Hopkins