Titlebook: Wagner’s Theory of Generalised Heaps; Christopher D. Hollings,Mark V. Lawson Book 2017 The Author(s), under exclusive licence to Springer

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Christopher D. Hollings,Mark V. Lawsontendiert die quantitative und computerunterstützte Inhaltsanalyse bis heute zu einer atomistischen und naturalistischen Einstellung gegenüber ihrem Forschungsgegenstand: dem Text und der menschlichen Sprache (Krippendorf, 1980; Kuttner, 1981; Merten, 1983). Hierdurch befindet sie sich in einer oft s

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Christopher D. Hollings,Mark V. Lawsonre as part of the university hospital. This task . in addition to the usual . functions of any university institution. Precisely while fulfilling these clinical tasks, however, an enormous amount of data is accumulated; in part they are required for the clinical work itself, but they are also necess

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Christopher D. Hollings,Mark V. Lawsonsociation with fatty deposits. Most commonly affected are the aorta and the iliac, femoral, carotid, basilar, vertebral, coronary, and cerebral arteries. Because atherosclerosis can progressively or abruptly interfere with blood flow, particularly through heart and brain, it often causes serious cli

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echnique belies its many pitfalls, the greatest being to lack the knowledge required to select the correct allergens and to interpret the results. The introduction, nearly 20 years ago, of the journal Contact Dermatitis greatly stimulated the reporting of the clinical side of contact dermatitis but

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Theory of Generalised Heaps and Generalised Groups,and showed, for example, that any generalised heap may be embedded in a generalised group. These theories were then further expanded via the exploration of certain special binary relations in generalised heaps and generalised groups: the compatibility relation and the canonical order relation. The f

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Theory of Generalised Heaps and Generalised Groups,and showed, for example, that any generalised heap may be embedded in a generalised group. These theories were then further expanded via the exploration of certain special binary relations in generalised heaps and generalised groups: the compatibility relation and the canonical order relation. The f