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Titlebook: Medical Missionaries and Colonial Knowledge in West Africa and Europe, 1885-1914; Purity, Health and C Linda Maria Ratschiller Nasim Book‘‘

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楼主: 尖酸好
发表于 2025-3-25 06:17:15 | 显示全部楼层
Soothing Weak Nerves: Tropical Anxieties, Missionary Guidance and Moral Hygienebates surrounding tropical hygiene were carried out in medical journals and other specialised publications, their influence ranged far beyond the disciplinary boundaries of tropical medicine, gaining currency in wider social and political contexts.
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Materialising Hygiene: Remedies, Commodities and Imagesd cleanliness to this day. Examined critically, these material and visual sources reveal the profoundly interactive nature of missionary encounters and testify to the conceptual, practical and material exchanges between people in West Africa and Europe.
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2635-1633 ost historians have examined modern hygiene as a European, bourgeois and scientific phenomenon, the author highlights both the colonial and the religious fabric of hygiene, which continues to shape our understanding of purity, health and cleanliness to this day..978-3-031-27130-4978-3-031-27128-1Series ISSN 2635-1633 Series E-ISSN 2635-1641
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Linda Maria Ratschiller Nasimd. Chapter 9 is an introduction to weak formulations, Sobolev spaces, and direct variationalmethods for linear and quasi-linearelliptic equations. While terse, the material on Sobolev spaces is reasonably compl978-0-8176-4552-6Series ISSN 2197-182X Series E-ISSN 2197-1838
发表于 2025-3-26 01:23:07 | 显示全部楼层
Linda Maria Ratschiller Nasimd. Chapter 9 is an introduction to weak formulations, Sobolev spaces, and direct variationalmethods for linear and quasi-linearelliptic equations. While terse, the material on Sobolev spaces is reasonably compl978-0-8176-4552-6Series ISSN 2197-182X Series E-ISSN 2197-1838
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Linda Maria Ratschiller Nasimrical conditions on the graph of solutions, such as quasi-concavity, for uniqueness to hold. Chapter 9 is an introduction to weak formulations, Sobolev spaces, and direct variationalmethods for linear and quasi-linearelliptic equations. While terse, the material on Sobolev spaces is reasonably compl
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rical conditions on the graph of solutions, such as quasi-concavity, for uniqueness to hold. Chapter 9 is an introduction to weak formulations, Sobolev spaces, and direct variationalmethods for linear and quasi-linearelliptic equations. While terse, the material on Sobolev spaces is reasonably compl
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