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Abstracts oF Recent Articles on Mathematical Topics in Other Periodicals
An enthusiastic analysis of the important rôle that mathematics has played in the intellectual history of mankind. The author regrets the diminished time devoted to its study in the elementary school and high school. He is however opposed to the demathematization of algebra and geometry that is commonly practiced to meet the needs of the great mass of ...
Nathan Lazar
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Mental illness topics in popular periodicals
Recent emphases on educating the general public about mental illness have included the encouragement of the publication of plainly written, lay-oriented information about mental disorders and their treatment in popular periodicals. To examine the extent to which coverage of mental health topics in popular magazines is being accomplished, the present ...
Otto F. Wahl, Arthur Lincoln Kaye
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RETRACTED: A quantitative analysis of tennis physical education research based on CiteSpaceIII
The International Journal of Electrical Engineering & Education, 2021As one of the main driving forces to promote the development of tennis in China, tennis research force is an important means to guide the scientific development of tennis.
Qiwei Yang, Xiangbai Zhang
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Among the Periodicals: Current Research Topics in Childhood Education
Jerry Aldridge
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Generalized Periodic Discharges: A Topical Review
Journal of Clinical Neurophysiology, 2018Summary: Generalized periodic discharges (GPDs) are generalized discharges that recur with a relatively uniform morphology and duration. They have a quantifiable interdischarge interval. Over the past decade, our understanding of these waveforms has improved considerably.
Krystal E, Sully, Aatif M, Husain
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Electronic academic periodicals on medical topics: social and communicative approach
Liudmyla Ponomarenko
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THREE TOPICS ON PERIODIC ORBIT THEORY: A REVIEW
Reviews in Mathematical Physics, 1993In this paper three topics from periodic orbit theory are reviewed: the semiclassical eigenfunction hypothesis, Bowen's equidistribution theorem, and level attraction in Artin's billiards system. The common thread in each of these subjects is the Selberg trace formula and its application to periodic orbit theory á la Gutzwiller.
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