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The Mathematical Gazette, 2012
Summary: Pascal's triangle is well known for its numerous connections to probability theory, combinatorics, Euclidean geometry, fractal geometry, and many number sequences including the Fibonacci series. It also has a deep connection to the base of natural logarithms, \(e\).
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Summary: Pascal's triangle is well known for its numerous connections to probability theory, combinatorics, Euclidean geometry, fractal geometry, and many number sequences including the Fibonacci series. It also has a deep connection to the base of natural logarithms, \(e\).
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1982
Prisms, essays in cultural criticism and society, is the work of a critic and scholar who has had a marked influence on contemporary American and German thought. It displays the unusual combination of intellectual depth, scope, and philosophical rigor that Adorno was able to bring to his subjects, whether he was writing about astrology columns in Los ...
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Prisms, essays in cultural criticism and society, is the work of a critic and scholar who has had a marked influence on contemporary American and German thought. It displays the unusual combination of intellectual depth, scope, and philosophical rigor that Adorno was able to bring to his subjects, whether he was writing about astrology columns in Los ...
openaire +1 more source
Review of Recent Progress on the Compressive Behavior of Masonry Prisms
Construction and Building Materials, 2022Eduardo Nery Duarte de Araujo +2 more
exaly
From prism–prism via grating–prism to grating–grating compounds
Applied Optics, 1980openaire +2 more sources
A Low-Profile, Risley-Prism-Based, Beam-Steerable Antenna Employing a Single Flat Prism
IEEE Transactions on Antennas and Propagation, 2022Booske, John, Hung Luyen, Zongtang Zhang
exaly
Influence of Prism Geometry on the Compressive Strength of Concrete Masonry
Construction and Building Materials, 2020Reza Hassanli +2 more
exaly