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In mathematics, a (real) interval is a set o real nummers wi the property that ony nummer that lies atween twa nummers in the set is an aa includit in... |
In mathematics, a function is a relation atween a set o inputs an a set o permissible ootputs wi the property that ilka input is relatit tae exactly ane... |
Ludwig Wittgenstein (categerie Filosofers o mathematics) o mathematics, the filosofie o mind, an the filosofie o leid. Wittgenstein's Philosophy of Mathematics: Wittgenstein's Intermediate Critique of Set Theory... |
Bijection (categerie Basic concepts in set theory) In mathematics, a bijection (or bijective function or ane-tae-ane correspondence) is a function atween the elements o twa sets, where every element o... |
Georg Cantor (categerie Set theorists) Januar 6, 1918) wis a German mathematician. He inventit set theory, which haes acome a fundamental theory in mathematics. Grattan-Guinness 2000, p. 351... |
Infinity (categerie Filosofie o mathematics) wioot ony leemit an is relevant in a nummer o fields, predominantly mathematics an pheesics. The Inglis wird infinity derives frae Laitin infinitas,... |
the maist influential wirks in the history o mathematics, servin as the main textbeuk for teachin mathematics (especially geometry) frae the time o its publication... |
Distance (categerie Elementary mathematics) an estimation based on ither criteria (e.g. "twa coonties ower"). In mathematics, a distance function or metric is a generalization o the concept o pheesical... |
Bertrand Russell (categerie Filosofers o mathematics) philosophy." His wirk haes haed a considerable influence on logic, mathematics, set theory, linguistics, an philosophy, especially philosophy o leid, epistemology... |
In mathematics, a hyperbola is a type o smuith curve, lyin in a plane, defined bi its geometric properties or bi equations for which it is the solution... |
Frequencies of Letters in General English Plain text". Cryptographical Mathematics. Central College. Archived frae the original on 8 Julie 2008. Retrieved... |
Max August Zorn (categerie Set theorists) numerical analyst. He is best kent for Zorn's lemma, a pouerful tuil in set theory that is applicable tae a wide range o mathematical constructs such... |
Pi (categerie Mathematics) Archimedes' constant an aw, is an irraitional nummer that's gey uissfu in mathematics an naitural philosophy. The seembol uised for it comes frae the 16t letter... |
leid) an a tendency tae uise, or refer tae, mathematics an the naitural sciences. The mair specific set o developments o early 20t-century filosofie... |
Paul Erdős (categerie Set theorists) conjecturs o the 20t century. He wis kent baith for his social practice o mathematics (he engaged mair nor 500 collaborators) an for his eccentric lifestyle... |
an plants) Chemistry Computer science Yird science Ecology Geometry Mathematics Pheesics Stateestics Zoology (study o beasts) Govrenment an law Copyricht... |
Willard Van Orman Quine (categerie Philosophers o mathematics) Edmund F. (October 2003), "Willard Van Orman Quine", MacTutor History of Mathematics archive, University of St AndrewsCS1 maint: ref=harv (link). "W. V. Quine... |
John von Neumann (categerie Set theorists) mathematician, pheesicist, inventor, an polymath. John von Neumann at the Mathematics Genealogy Project. Retrieved March 17, 2015. Dempster, M. A. H. (Februar... |
Isaac Newton (categerie Lucasian Professors o Mathematics) any other production of human genius." —Pierre-Simon Laplace "Taking mathematics from the beginning of the world to the time when Newton lived, what he... |
Gottlob Frege (categerie Filosofers o mathematics) foonders o modren logic an made major contreibutions tae the foondations o mathematics. "Frege's Technical Concepts", in Frege Synthesized: Essays on the Philosophical... |