Geometry, defining it as a duality between a general manifold and a so-called Riemannian metric. From Wordnik.com. [SPACE] Reference
“Habilitationsschrift” (1868); and as an immediate ap - plication of it he outlined the so-called Riemannian. From Wordnik.com. [SPACE] Reference
Life as it exists at any point in physical-space-time, is a finite domain, but, by virtue of what were usefully identified as Riemannian evolution, is not a bounded domain. From Wordnik.com. [LaRouche's Latest] Reference
They are the Riemannian manifolds of constant curvature. From Wordnik.com. [Nineteenth Century Geometry] Reference
Newton's laws, yes - but the Hamiltonian, Riemannian geometry, wave functions?. From Wordnik.com. [Starfarers]
Physicists: Stop saying “Riemannian” when you mean “pseudo-Riemannian”. From Wordnik.com. [Bad Language: “Riemannian Manifold”] Reference
There is considerable Riemannian geometry behind this, in fact it really is Riemannian geometry. From Wordnik.com. [A Dark, Misleading Force] Reference
This was the problem to prove the isometric embeddability of abstract Riemannian manifolds in flat. From Wordnik.com. [John F. Nash, Jr. - Autobiography] Reference
Riemannian metric which the imbedding in the higher dimensional Euclidean space is bound to induce. From Wordnik.com. [SPACE] Reference
During the second semester I first covered aspects of Riemannian, symplectic, Kahler and spin geometry. From Wordnik.com. [Not Even Wrong] Reference
However, the General Theory of Relativity explains the concept of gravitation by using Riemannian geometry. From Wordnik.com. [Matthew Yglesias » Cato’s David Boaz Joins George Will in Peddling Bogus “Global Cooling” Stories] Reference
“However, the General Theory of Relativity explains the concept of gravitation by using Riemannian geometry”. From Wordnik.com. [Matthew Yglesias » Cato’s David Boaz Joins George Will in Peddling Bogus “Global Cooling” Stories] Reference
"Phase spaces, Riemannian spaces - I think they perceive them, live in them, with direct experience," Dayan said. From Wordnik.com. [Starfarers]
But Klein's conception is too narrow to embrace all Riemannian geometries, which include spaces of variable curvature. From Wordnik.com. [Nineteenth Century Geometry] Reference
I said, "You know, if this thing has the slightest Riemannian curvature, it's wrapped around the sky, back behind the stars.". From Wordnik.com. [Asimov's Science Fiction]
The text mentioned a name, Ynsen, credited with first giving Riemannian space - they called it 'Sarlennian' now - a physical meaning. From Wordnik.com. [The Long Way Home]
This is a 101-introduction to the topic of Riemannian geometry, but this is basically how general relativity is mathematically structured. From Wordnik.com. [A Dark, Misleading Force] Reference
This apparently seems like a minor point to some, but pseudo-Riemannian and Riemannian manifolds are incredibly different because of this. From Wordnik.com. [Bad Language: “Riemannian Manifold”] Reference
Little in mathematics beyond the elementary level of calculus of variations, and nothing at all about Banach algebra or Riemannian manifolds. From Wordnik.com. [Flowers for Algernon]
Page 303, Volume 4 great memoir on general “Riemannian” geometry, in which non-Euclidean spherical geometry is adduced as a particular case. From Wordnik.com. [SPACE] Reference
And they're all gone now, so-called Cone of Annihilation twisted around the Riemannian curvature of the universe, wrapped around the sky, back behind the stars. From Wordnik.com. [Asimov's Science Fiction]
One sets up as field equation Ra - VigaR = - Ta where R represents the scalar of Riemannian curvature, Ta the energy tensor of the matter in a phenomenological repre - sentation. From Wordnik.com. [Out Of My Later Years]
Bad Language: “Riemannian Manifold” « The Language of Bad Physics. From Wordnik.com. [Bad Language: “Riemannian Manifold”] Reference
Riemannian geometry is characterized, and research is oriented towards and shaped by concepts. From Wordnik.com. [VeryCD - 电驴资源订阅] Reference
This book provides a very readable introduction to Riemannian geometry and geometric analysis. From Wordnik.com. [AvaxHome RSS:] Reference
It attempts a synthesis of geometric and analytic methods in the study of Riemannian manifolds. From Wordnik.com. [VeryCD - 电驴资源订阅] Reference
This is a 4D metric describing a pseudo-Riemannian manifold with no spatial curvature (i.e. flat). From Wordnik.com. [Conservapedia - Recent changes [en]] Reference
A universe so composed of three or more such universal principles, can be only described as Riemannian. From Wordnik.com. [LaRouche's Latest] Reference
(Unfortunately, the brilliant Minkowski erred in choosing Lobatchevskian geometry, rather than Riemannian.). From Wordnik.com. [LaRouche's Latest] Reference
So, Albert Einstein identified his own, Riemannian view of Kepler's work, as pin-pointed in Kepler's Book IV of. From Wordnik.com. [LaRouche's Latest] Reference
Einstein then wrote a series of papers applying relativity to gravity using the mathematics of Riemannian Geometry, resulting in. From Wordnik.com. [Conservapedia - Recent changes [en]] Reference
Platonic method, as best typified in its modern form by the Riemannian physics of Albert Einstein and Academician V.I. Vernadsky. From Wordnik.com. [LaRouche's Latest] Reference
Jürgen Jost, "Riemannian Geometry and Geometric Analysis". From Wordnik.com. [AvaxHome RSS:] Reference
Differential geometry (Gausian and Riemannian approaches). From Wordnik.com. [Softpedia - Windows - All] Reference
The Riemann Legacy: Riemannian Ideas in Mathematics and Physics. From Wordnik.com. [AvaxHome RSS:] Reference
Watch mastercard commercial percents converges factorization Riemannian consequents enrolling. From Wordnik.com. [The Volokh Conspiracy » More on whether Oppenheimer was a Communist?] Reference
A section is devoted to the “pseudo” - Riemannian geometry employed in Relativity Theory.). From Wordnik.com. [Nineteenth Century Geometry] Reference
"infinitesimal," which is expressed best, currently, by the Riemannian heritage of Albert Einstein and Academician V.I. Vernadsky. From Wordnik.com. [LaRouche's Latest] Reference
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