Space, Time and Matter
Aug 2010 · Institute of Mathematics
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102
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About this ebook
We show how the grand unified theory based on the proof of the four color theorem can be obtained entirely in terms of the Poincaré group of isometries of space and time. Electric and gauge charges of all the particles of the standard model can now be interpreted as elements of the Poincaré group. We define the space and time chiralities of all spin 1/2 fermions in agreement with Dirac's relativistic wave equation. All the particles of the standard model now correspond to irreducible representations of the Poincaré group according to Wigner's classification. Finally, we construct the Steiner system of fermions and show how the Mathieu group acts as the group of symmetries of the fundamental building blocks of matter.
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About the author
Ashay Dharwadker is the Distinguished Professor of Mathematics & Natural Sciences at the Institute of Mathematics, Gurgaon, India. He is the author of a dozen exquisitely illustrated books describing his fundamental contributions to combinatorics, graph theory, computer science and the foundations of physics.
Vinay Dharwadker is an Honorary Professor at the Institute of Mathematics, Gurgaon and Professor, College of Letters and Science, University of Wisconsin, Madison.
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