D
Dylan Thompson
Researcher at University of Bath
Publications - 171
Citations - 5331
Dylan Thompson is an academic researcher from University of Bath. The author has contributed to research in topics: Postprandial & Randomized controlled trial. The author has an hindex of 39, co-authored 152 publications receiving 4489 citations. Previous affiliations of Dylan Thompson include Loughborough University & St George's, University of London.
Papers
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Physical activity and exercise in the regulation of human adipose tissue physiology
TL;DR: It is concluded that, in addition to the regulation of fat mass, physical activity may contribute to metabolic health through beneficial dynamic changes within adipose tissue in response to each activity bout.
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The causal role of breakfast in energy balance and health: a randomized controlled trial in obese adults
Enhad A. Chowdhury,Judith D. Richardson,Geoffrey D. Holman,Kostas Tsintzas,Dylan Thompson,James A. Betts +5 more
TL;DR: In obese adults, daily breakfast leads to greater physical activity during the morning, whereas morning fasting results in partial dietary compensation (i.e., greater energy intake) later in the day.
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Muscular soreness following prolonged intermittent high-intensity shuttle running.
TL;DR: It appears that unaccustomed performance of prolonged intermittent shuttle running produces a significant increase in both soreness and markers of muscle damage.
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Prolonged vitamin C supplementation and recovery from demanding exercise.
Dylan Thompson,Clyde Williams,Stephen J. McGregor,Ceri W. Nicholas,Frank McArdle,Malcolm J. Jackson,Jonathan R. Powell +6 more
TL;DR: Although plasma interleukin-6 increased immediately after exercise in both groups, values in the VC group were lower than in the P group 2 hours after exercise (p < .05), suggesting that prolonged vitamin C supplementation has some modest beneficial effects on recovery from unaccustomed exercise.
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Getting started with Numerov's method
TL;DR: In this paper, an explicit algorithm to calculate the first point of the solution with an accuracy appropriate to that obtained with the general algorithm is given. But this algorithm is not applicable to the special case of second-order ordinary differential equations of the Numerov type.