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PhysicsOverflow is a next-generation academic platform for physicists and astronomers, including a community peer review system and a postgraduate-level discussion forum analogous to MathOverflow.

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Site Statistics

129 submissions , 109 unreviewed
3,743 questions , 1,307 unanswered
4,705 answers , 19,910 comments
1,470 users with positive rep
460 active unimported users
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Highest voted reviews

Page:
-6.27 score 2 reviews 5333 views
Energy-mass spectrum of Yang-Mills bosons is infinite and discrete
submission not yet summarized
reviewed Aug 9, 2014 in Reviews I by Arnold Neumaier (11,785 points)
10.12 score 1 review 198 views
Topological strings and 5d T_N partition functions
summarized by conformal_gk
reviewed Apr 22, 2015 in hep-th by conformal_gk (3,415 points)
4.00 score 1 review 2829 views
Living with infinities
summarized by dimension10 , Arnold Neumaier
reviewed Jul 28, 2014 in hep-th by Ron Maimon (7,495 points)
-10.45 score 2 reviews 2867 views
Four Dimensional Quantum Yang-Mills Theory and Mass Gap I: Quantization of the Solution of the Classical Equation
submission not yet summarized
reviewed Aug 9, 2014 in Reviews I by 40227 (4,440 points)
-6.97 score 1 review 995 views
Infrared Gluon and Ghost Propagators
submission not yet summarized
reviewed Aug 24, 2014 in Reviews I by Ron Maimon (7,495 points)
-1.79 score 1 review 2815 views
A Toy Model of Renormalization and Reformulation
summarized by Dilaton
reviewed Sep 15, 2014 in Reviews I by Arnold Neumaier (11,785 points)
-4.65 score 1 review 1557 views
Atom as a "Dressed" Nucleus
summarized by Dilaton
reviewed Sep 15, 2014 in Reviews I by Arnold Neumaier (11,785 points)
4.65 score 1 review 23847 views
Cool horizons for entangled black holes
summarized by dimension10 , Dilaton
reviewed May 25, 2014 in Reviews I by Luboš Motl (10,238 points)
-10.45 score 2 reviews 2867 views
Four Dimensional Quantum Yang-Mills Theory and Mass Gap I: Quantization of the Solution of the Classical Equation
submission not yet summarized
reviewed Aug 10, 2014 in Reviews I by Arnold Neumaier (11,785 points)
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