1,199 research outputs found

    ‘Enjoyable’, ‘okay’, or ‘like drawing teeth’? Chinese and British students’ views on writing Assignments in UK Universities

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    Research in academic writing is a growing field within Applied Linguistics, yielding a wide range of conferences, journal publications and books. However, comparatively little work has been conducted on students’ attitudes towards the production of writing for assessment. This article reports findings from a questionnaire study of Chinese and British students (n=202) across 37 UK universities. The study aims to uncover the extent to which students feel they were prepared for tertiary-level writing, how useful they find assignment-writing, and whether they enjoy this activity. The focus of the article is on the similarities and differences in attitudes towards assessed writing given by the two student groups. Chinese students were selected as a contrast to British students as the former are now the ‘largest single overseas student group’ in the UK with more than 60,000 Chinese people studying in 2008 (The British Council, 2010). Detailed, open-ended responses from the questionnaire were coded and followed up with email and face-to-face interview questions with a subset of students (n=55). The findings indicate that neither student group feel well-prepared for the challenges of tertiary-level writing, and reveal a depth of feeling regarding the enjoyment and perceived utility - or otherwise - of academic writing

    Learning from lecturers: What disciplinary practice can teach us about ‘good’ student writing

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    This study brings together the methodology of corpus linguistics and the framing of academic literacies in an exploration of Chinese and British students’ undergraduate assignments in UK universities. I consider how student writing, particularly that of non-native speakers (NNSs),1 is traditionally framed as deficient writing within corpus linguistics, and discuss how an academic literacies approach challenges this assumption. One finding revealed through the analysis is the Chinese students’ significantly higher use of tables, figures, images (collectively termed “visuals”), formulae and writing in lists, in comparison with the British students’ writing, and the chapter provides data on this from Economics, Biology, and Engineering. Detailed exploration of individual assignments in Engineering together with interview data from lecturers in the three disciplines suggests that high use of visuals, formulae, and lists rather than writing mainly in connected prose is a different, yet equally acceptable, means of producing successful assignments. This is in marked contrast to the usual focus within English for Academic Purposes (EAP) classes on traditional essays written in continuous prose. In this paper I argue that writing teachers could usefully draw on an academic literacies approach as a way to expand their ideas of what constitutes “good” student writing and to transform their pedagogical practice in a way that recognizes student diversity rather than deficit

    RAPID ANALYTICAL VERIFICATION OF HANDWRITTEN ALPHANUMERIC ADDRESS FIELDS

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    Microsoft, Motorola, Siemens, Hitachi, IAPR, NICI, IUF This paper presents a combination of fuzzy system and dynamic analytical model to deal with imprecise data derived from feature extraction in handwritten address images which are compared against postulated addresses for address verification. A dynamic building­number locator is able to locate and recognise the building­number, without knowing exactly where the building­number starts in the candidate address line. The overall system achieved a correct sorting rate of 72.9%, 27.1% rejection rate and 0.0% error rate on a blind test set of 450 cursive handwritten addresses.

    Counterexamples to a conjecture of Lemmermeyer

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    We produce infinitely many finite 2-groups that do not embed with index 2 in any group generated by involutions. This disproves a conjecture of Lemmermeyer and restricts the possible Galois groups of unramified 2-extensions, Galois over the rationals, of quadratic number fields
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