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  1. Find album reviews, stream songs, credits and award information for What a Time - Singularis on AllMusic.
  2. Limited vinyl LP pressing. release. Singularis, the talented young beat-wrangler from the Netherlands, first appeared on the Cold Busted label at the age of 16 with his impressive debut album Evening Hours. Since then he's grown both as a producer and in age, now unveiling What A Time, his third full-length for the prestigious downtempo truthhammerburinnfenriktilar.infoinfo: Singularis.
  3. Singularis, the talented young beat-wrangler from the Netherlands, first appeared on the Cold Busted label at the age of 16 with his impressive debut album Evening Hours. Since then he’s grown both as a producer and in age, now unveiling What A Time, his third .
  4. The Singular Universe and the Reality of Time: A Proposal in Natural Philosophy is a book about cosmology, philosophy of time, metaphysics and scientific naturalism by the American theoretical physicist Lee Smolin and the Brazilian philosopher Roberto Mangabeira truthhammerburinnfenriktilar.infoinfo authors argue that the current crisis in cosmology is a result of physicists making the wrong commitments to universalizing Publisher: Cambridge University Press.
  5. Nov 28,  · For what I can see, would that scenario have to end in a new singularis ready to blow up in another 'big bang'. That because no matter how huge the universe would be at that point, the moment space-time itself is being ripped apart, and seize to exist, it's back to square, so to speak.
  6. There isn’t a singularity of the Big Bang. The prediction of a singularity is from the equations of General Relativity, but General Relativity isn’t complete - it fails at very small scales. At such small scales quantum effects must be present. We.
  7. In optimal control, problems of singular control are problems that are difficult to solve because a straightforward application of Pontryagin's minimum principle fails to yield a complete solution. Only a few such problems have been solved, such as Merton's portfolio problem in financial economics or trajectory optimization in aeronautics. A more technical explanation follows.

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