Positivism is really a religion.
"Little Journeys to the Homes of the Great Philosophers, Volume 8" by Elbert Hubbard
However, the Beechers all had a deal of positivism in their characters.
"Little Journeys to the Homes of the Great, Volume 7" by Elbert Hubbard
The positivism of Comte consists of a philosophy and a polity, in which a religion is involved.
"A History of French Literature" by Edward Dowden
Positivism and Agnosticism 252 Sect.
"The Approach to Philosophy" by Ralph Barton Perry
Positivism, 54, 108 Possibilities, 151, 181-2, 292, 294.
"The Will to Believe" by William James
Science was born, and the warfare between scientific positivism and religious metaphysics was declared.
"The Great Events by Famous Historians, Volume 07" by Various
I feel, remembering the blithe positivism of my early note, that I am here scarcely consistent.
"An Ocean Tramp" by William McFee
See also the article POSITIVISM.
"Encyclopaedia Britannica, 11th Edition, Volume 6, Slice 7" by Various
Great Being of Positivism, 106, 112, 114.
"Modern Substitutes for Christianity" by Pearson McAdam Muir
In his philosophy he was mainly concerned to defend Christianity against modern Positivism.
"Encyclopaedia Britannica, 11th Edition, Volume 5, Slice 4" by Various
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For any monomial m in f of positiv degree, we can write m = m′ (xi − ai ) + aim′ for suitable ai ∈ k , and where m′ is of strictly less degree than m.
Noncommutative plane curves
Copenhagen-type positivism: there is something in our models, a random ﬁeld, between the preparation and discrete event devices, and indeed constituting the whole experiment.
Models of measurement for quantum fields and for classical continuous random fields
Positivness condition can be weakened a little bit in the case of problem considered here: see below footnote in the subsection 5.2.
Feedback stabilization for Oseen fluid equations:A stochastic approach
Note that Lemma 8 shows that Λ∗(D) = EX [− log EY 1{Y ∈ A(X )}] which we have assumed is ﬁnite, so the denominator is positiv e P -a.s. and W is well-deﬁned.
The Generalized Asymptotic Equipartition Property: Necessary and Sufficient Conditions
Haastert, ¨Uber Differentialoperatoren und D-Moduln in positiver Charakteristik.
Generators and defining relations for ring of differential operators on smooth affine algebraic variety in prime characteristic
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