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Ineffable absences, irrefutable presences. [PDF]
Camb Prism ExtinctHeffes G.
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Precision justice: An imaginary of data and justice. [PDF]
Soc Stud SciBoenig-Liptsin M.
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From Home to Heaven: The Spatial Imaginaries of Nonprofit Organizations. [PDF]
VoluntasKarner D, Maier F, Meyer M.
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Skills and epistemic cultures in artificial intelligence research: evidence from job postings. [PDF]
Front SociolNastasa A +3 more
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Connecting human behaviour, meaning and nature. [PDF]
Philos Trans R Soc Lond B Biol SciAnderies JM, Folke C.
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How something emerges from nothing has long been considered the key to understand about everything. But neither the Big Bang nor string theory has yet succeeded in connecting the origin of quanta with Einstein‘s Theory of Relativity. Now a sustainable extension in the sciences announces itself.
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The Journal of Hellenic Studies, 1992
It is hardly controversial to assert that recent work on Greek mythology is methodologically diverse. However, there is one body of writing which seems to have become a reference point against which scholars of many persuasions–not excluding orthodox positivist philologists and adherents of psychoanalysis–feel the need to define their own position.
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It is hardly controversial to assert that recent work on Greek mythology is methodologically diverse. However, there is one body of writing which seems to have become a reference point against which scholars of many persuasions–not excluding orthodox positivist philologists and adherents of psychoanalysis–feel the need to define their own position.
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The Mathematics Teacher, 1954
“Imaginary” numbers are usually presented in algebra classes merely as a necessary (and awkward) evil arising from the solution of quadratic equations. Indeed, one may go quite far in mathematics before discovering some of the ingenious practical uses of complex numbers.
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“Imaginary” numbers are usually presented in algebra classes merely as a necessary (and awkward) evil arising from the solution of quadratic equations. Indeed, one may go quite far in mathematics before discovering some of the ingenious practical uses of complex numbers.
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