Results 41 to 50 of about 5,762,325 (182)
Finite Blaschke products and the golden ratio
Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics, 2021 15 pages, 7 ...
Özgür, Nihal, Uçar, Sümeyra
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Secularism, Gender and Masculinity in Nineteenth‐Century Cremation in Europe and the USA
Gender &History, EarlyView.ABSTRACT This essay explores, from transnational perspectives, the early history of modern cremation, which developed in the long nineteenth century with secularist connotations. I argue that the beginnings of modern cremation were shaped by bourgeois men who claimed certain identifiers for themselves in a gendering and Othering way.
Carolin Kosuch
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Macau as Method: Recombinant Urbanism in Post‐Socialist China
Asia Pacific Viewpoint, EarlyView.ABSTRACT In ‘Asia as Method’, Chen Kuan‐Hsing argues for the value of an indigenous inter‐Asian approach to analysing the effects of European imperialism on the countries and citizens of Asia. This article mobilises both Chen's inter‐Asian referencing strategy and the city‐state of Macau to explore Macau's role in China's engagements with global ...
Tim Simpson
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Journal of Flood Risk Management, Volume 19, Issue 3, September 2026.ABSTRACT Flood related damages are escalating due to compounded climate change impacts and ongoing urban development along floodplains. As a result, there have been increased calls to improve integration between land‐use planning and flood risk management to resolve conflicting policy objectives and minimise increasing flood risk. However, how and what
Sepideh Afsari Bajestani +2 more
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Inner Factors and Blaschke Products [PDF]
Proceedings of the American Mathematical Society, 1966 H, is characterized by the property that hEHV if and only if for some constant M and every y>0, fJ 0(h(x+iy), h(x+iy))dx 0) be the left translation operator on L2,,, T8f(x) =f(x+s). The family { T8 S >s0 is a semigroup of operators. Let r8 (for fixed s>0) be the right translation operator on L2,,: fg(x-s), for x-s > 0, r8g(x)= l,0 for x-s < 0.
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On Blaschke products associated with n-widths
Journal of Approximation Theory, 2004 Let \(E\) be a closed subset of the open unit disk \(G=\{z: | z|
Laurent Baratchart +2 more
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Sections and projections of the outer and inner regularizations of a convex body
Mathematika, Volume 72, Issue 3, July 2026.Abstract We establish new geometric inequalities comparing the volumes of sections and projections of a convex body, whose barycenter or Santaló point is at the origin, with those of its inner and outer regularizations. We also provide functional extensions of these inequalities to the setting of log‐concave functions. Our approach relies on the recent
Natalia Tziotziou
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Approximation by Interpolating Blaschke Products.
MATHEMATICA SCANDINAVICA, 1996 Suppose that \(H^\infty\) is the set of bounded analytic functions in the unit disk \(D\) and that \(T=\partial D\). A Blaschke product \(B(z)\) is a bounded analytic function of the form \[ B(z)= z^m \prod_{n=1}^\infty \frac{-\overline{z}_n} {|z_n|} \frac{z- z_n} {1-\overline{z}_n} \quad \text{where } \sum(1-|z_n|)< \infty,\;|B(e^{i\theta})|=1 \text ...
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Configurational Fragility of Forest Landscapes Under Multiple Anthropic Uses
Ecology and Evolution, Volume 16, Issue 6, June 2026.This study revealed that 72.2% of forest fragments and 96.1% of savannas have high configurational fragility, with a predominance of High III and Intermediate I sublevels and occasional occurrences of low fragility (Low III). Fragility is driven by pastures (57.7%), showing that landscapes with the same forest cover differ in fragility depending on the
Jessyca Janyny de Oliveira Saraiva‐Maia +3 more
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Contestation over a Profession's Memory: The UK Pharmacy Profession, 1880–1905
Journal of Management Studies, Volume 63, Issue 4, Page 1874-1906, June 2026.Abstract We draw on the historical case of the UK pharmacy industry from 1880–1905 to examine how, in the face of a competitive threat to their survival, lower status professionals seek to reinvigorate the memory of their role in providing community service in the public interest.
Graeme Currie, Andrew Wild, Andy Lockett
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