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On Being the Right Size" is a 1926 essay by J. B. S. Haldane which discusses proportions in the animal world and the essential link between the size of an animal and these systems an animal has for life. [1] It was published as one of Haldane's collected essays in Possible Worlds and Other Essays.
In his essay On Being the Right Size he outlines Haldane's principle, which states that the size very often defines what bodily equipment an animal must have: "Insects, being so small, do not have oxygen-carrying bloodstreams. What little oxygen their cells require can be absorbed by simple diffusion of air through their bodies.
Pages in category "Works by J. B. S. Haldane" The following 6 pages are in this category, out of 6 total. ... On Being the Right Size This page was last ...
By shopping two-piece sets, also known as co-ord sets. When we were kids, we used to match everything we wore. We then grew out of that and worked on mixing different styles together. Then, just ...
Helen Spurway (12 June 1915 – 15 February 1978) [1] [2] was a British-Indian biologist and the second wife of J. B. S. Haldane. She emigrated to India in 1957 along with him, both taking up Indian citizenship in 1961, and conducted research in field biology with Krishna Dronamraju, Suresh Jayakar, and others. She is sometimes known as Helen ...
They're available in a ton of colors (and we mean tons, ranging from neutrals like black and gray to standout hues like maroon and light blue) with options for one or three pockets. Sizes are also ...
Every now and then, my schedule gets a little busier than I anticipated. I took a peek at my calendar and realized I’d be traveling two back-to-back weekends this month. I’m heading to Texas ...
In his discussion Haldane writes that the substitution cost, if it is paid by juvenile deaths, "usually involves a number of deaths equal to about 10 or 20 times the number in a generation" – the minimum being the population size (= "the number in a generation") and rarely being 100 times that number. Haldane assumes 30 to be the mean value. [5]