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Reverse Engineer Relativity, Quantum Mechanics and the Standard
Reverse Engineer Relativity, Quantum Mechanics and the Standard

Chapter_9 - Experimental Elementary Particle Physics Group
Chapter_9 - Experimental Elementary Particle Physics Group

... actually corresponds one-to-one with the distinct physical entities whose connectivities we are tying to infer. For example, we can represent formal fractions x/y for real values of x and y as points on a Euclidean plane with coordinates (x,y), and conclude that the topology of formal fractions is ...
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... direction,   namely,   one   first   considers   an   interesting   and   exotic   spacetime   metric,   then   finds   the   matter   source   responsible   for   the   respective   geometry.   In   this   manner,   it   was   found   that   s ...
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... We  saw  in  Session  5  that  symmetry  can  be  used  for  classifying  designs.    We  will  try  this  for  triangles.    The  activity  sheet  for  sorting   triangles  has  several  triangles  to  classify,  but  instead  of ...
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... Strange formula from Feynman diagram viewpoint. But it’s true: careful checks by Roiban, Spradlin and Volovich This is an example of a remarkable structure, yet no applications. It’s a very intriguing formula! Formula for gravity? ...
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... It is then easy to see that this group is ''too general," and is therefore not of interest. In the simplest case, when all the energy levels En are nondegenerate and numbered by an index n, every unitary operator U which commutes with H will be diagonal in the energy representation, its matrix eleme ...
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IOSR Journal of Applied Physics (IOSR-JAP)
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... At the beginning of the 19th century there was a crisis in physics ,because new phenomena where been discovered which violate the laws of physics, that means the law of conservation of energy for example madam curie refine radium. Radium has a magical properties energy comes from nothing ,this viola ...
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Event symmetry

The term event symmetry refers to invariance principles that have been used in some discrete approaches to quantum gravity where the diffeomorphism invariance of general relativity can be extended to a covariance under any permutation of spacetime events.
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