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Will the Establishment of a National Park Protect More Suitable Habitats for the Qinling Golden Snub-Nosed Monkey? [PDF]
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Slowpoke: An Automated Golden Gate Cloning Workflow for Opentrons OT-2 and Flex. [PDF]
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Movement Models to Predict Low-Altitude Flight of Soaring Birds Using Look-Ahead Environmental Factors. [PDF]
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Symmetry: Art and Science | 12th SIS-Symmetry Congress, 2022
Since 1951, there has been an ongoing search for the first occurrence of the notion ‘gold- en section’ (henceforth: the GS). In that year, George Sarton wondered how it was that this now so well-known name for such a famous proportion could not be found in an earlier text than in Martin Ohm’s textbook of mathematics from 1835, and he invited ...
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Since 1951, there has been an ongoing search for the first occurrence of the notion ‘gold- en section’ (henceforth: the GS). In that year, George Sarton wondered how it was that this now so well-known name for such a famous proportion could not be found in an earlier text than in Martin Ohm’s textbook of mathematics from 1835, and he invited ...
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The American Journal of Psychology, 1980
The golden section hypothesis states that a visual form is most aesthetically pleasing when the ratio of the dimensions (x,y) equals the ratio of the larger dimension to the sum of the two, i.e. x/y = y/(x + y). The ratio of larger to smaller is then 1.618....A review of studies of the golden section hypothesis indicates that the attempt to determine ...
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The golden section hypothesis states that a visual form is most aesthetically pleasing when the ratio of the dimensions (x,y) equals the ratio of the larger dimension to the sum of the two, i.e. x/y = y/(x + y). The ratio of larger to smaller is then 1.618....A review of studies of the golden section hypothesis indicates that the attempt to determine ...
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The Sisters of the Golden Section
Perception, 2011The golden proportion is widely believed to be extraordinarily prevalent in nature and the arts, which is often ascribed to it being the limit of the ratio between any two successive elements in the Fibonacci sequence. It is suggested here that the golden ratio may not be as exceptional as generally believed.
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The American Mathematical Monthly, 1895
(1895). The Golden Section. The American Mathematical Monthly: Vol. 2, No. 9-10, pp. 260-264.
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(1895). The Golden Section. The American Mathematical Monthly: Vol. 2, No. 9-10, pp. 260-264.
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Psychology & Marketing, 1991
AbstractThe golden section hypothesis, which predicts a specific proportion of positive and negative affective judgments, is described and tested in a marketing context. Results support the existence of the golden section in consumer judgments of a marketing stimulus and suggest that this affective response bias also exists within the independent ...
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AbstractThe golden section hypothesis, which predicts a specific proportion of positive and negative affective judgments, is described and tested in a marketing context. Results support the existence of the golden section in consumer judgments of a marketing stimulus and suggest that this affective response bias also exists within the independent ...
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