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A Platonic Pythagoras: Platonism and Pythagoreanism in the Imperial Age by Mauro Bonazzi, Carlos Lévy, and Carlos Steel edd. [PDF]
Aestimatio, 2008 John Dillon
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Plato and Pythagoreanism [PDF]
, 2013 Was Plato a Pythagorean? Plato's students and earliest critics thought so, but scholars since the 19th century have been more skeptical. In Plato and Pythagoreanism, Phillip Sidney Horky argues that a specific type of Pythagorean philosophy, called "mathematical" Pythagoreanism, exercised a decisive influence on fundamental aspects of Plato's ...
Phillip Sidney Horky
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2018
Pythagoreanism is a modern term referring to a multifaceted phenomenon that covered different aspects of the ancient world such as political life, religion, philosophy, and science and existed in only partly overlapping forms. Its originator, Pythagoras of Samos, moved c.
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Pythagoreanism is a modern term referring to a multifaceted phenomenon that covered different aspects of the ancient world such as political life, religion, philosophy, and science and existed in only partly overlapping forms. Its originator, Pythagoras of Samos, moved c.
+4 more sources
What is Pythagorean in the Pseudo-Pythagorean Literature?
Philologus, 2018AbstractThis paper discusses continuity between ancient Pythagoreanism and the pseudo-Pythagorean writings, which began to appear after the end of the Pythagorean school ca. 350 BC. Relying on a combination of temporal, formal and substantial criteria, I dividePseudopythagoricainto three categories: 1) early Hellenistic writings (late fourth – late ...
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2013 Joint IFSA World Congress and NAFIPS Annual Meeting (IFSA/NAFIPS), 2013
We introduce a new class of non-standard fuzzy subsets called Pythagorean fuzzy subsets and the related idea of Pythagorean membership grades. We focus on the negation operation and its relationship to the Pythagorean theorem. We compare Pythagorean fuzzy subsets with intuitionistic fuzzy subsets. We look at the basic set operations for the Pythagorean
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We introduce a new class of non-standard fuzzy subsets called Pythagorean fuzzy subsets and the related idea of Pythagorean membership grades. We focus on the negation operation and its relationship to the Pythagorean theorem. We compare Pythagorean fuzzy subsets with intuitionistic fuzzy subsets. We look at the basic set operations for the Pythagorean
openaire +1 more source