Navigating the labyrinth: a guide to sequence-based, community ecology of arbuscular mycorrhizal fungi

Data generated from next generation sequencing (NGS) will soon comprise the majority of information about arbuscular mycorrhizal fungal (AMF) communities. Although these approaches give deeper insight, analysing NGS data involves decisions that can significantly affect results and conclusions. This is particularly true for AMF community studies, because much remains to be known about their basic biology and genetics. During a workshop in 2013, representatives from seven research groups using NGS for AMF community ecology gathered to discuss common challenges and directions for future research. Our goal was to improve the quality and accessibility of NGS data for the AMF research community. Discussions spanned sampling design, sample preservation, sequencing, bioinformatics and data archiving. With concrete examples we demonstrated how different approaches can significantly alter analysis outcomes. Failure to consider the consequences of these decisions may compound bias introduced at each step along the workflow. The products of these discussions have been summarized in this paper in order to serve as a guide for any researcher undertaking NGS sequencing of AMF communities.

Finding the point on Bezier Curves with the normal vector passing an external point

Two algorithms for finding the point on non-rational/rational Bezier curves of which the normal vector passes through a given external point are presented. The algorithms are based on Bezier curves generation algorithms of de Casteljau's algorithm for non-rational Bezier curve or Farin's recursion for rational Bezier curve, respectively. Orthogonal projections from the external point are used to guide the directional search used in the proposed iterative algorithms. Using Lyapunov's method, it is shown that each algorithm is able to converge to a local minimum for each case of non-rational/rational Bezier curves. It is also shown that on convergence the distance between the point on curves to the external point reaches a local minimum for both approaches. Illustrative examples are included to demonstrate the effectiveness of the proposed approaches.

Bringing poetry alive: a guide to classroom practice

This edited collection provides ideas and support for ways of 'bringing poetry alive' in the classroom at Key Stages 1,2 and 3, drawing on what is known to work and also exploring fresh thinking. It is designed to help both new and experienced teachers approach poetry teaching with greater imagination and confidence. The book is edited and introduced by Michael Lockwood and features chapters by experts who have taught poetry in different settings for many years, including contributions from poets Michael Rosen and James Carter. Professor Morag Styles of Cambridge University has provided a Preface. All the contributors have a connection with the University of Reading as lecturers, external examiners, current or former graduate students. The book includes the following sections: Introduction: Developments in Poetry Teaching 1: Reflections on Being Children’s Laureate – Michael Rosen 2: Teaching Poetry in the Early Years - Margaret Perkins 3: Actual Poems, Possible Responses - Prue Goodwin 4: Making Poetry - Catriona Nicholson 5: The role of the poet in primary schools -James Carter 6: Cross-Curricular Poetry Writing - Eileen Hyder 7: Teaching Poetry to Teenagers - Lionel Warner 8: Watching the Words: Drama and Poems - Andy Kempe 9: Literary Reading - Andy Goodwyn The book is intended for teacher educators,teachers and trainee teachers working with children aged 5 to 14 years.