Title of article :
Relativistic ring extension of the field of complex numbers
Author/Authors :
Emile Grgin، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 1998
Pages :
4
From page :
15
To page :
18
Abstract :
Over the past sixty years many attempts have been made at modifying quantum mechanics by extending the field of complex numbers, but none has led to a structural unification of quantum mechanics with relativity. A solution nevertheless exists. It is based on a ring, new to mathematics, which we call the quantal ring. It is manifestly Lorentz covariant, CPT invariant, contains the field of complex numbers as a substructure, and is free of properties that have no physical interpretation. While the systematic derivation of this ring from a comparative abstract analysis of classical and quantum mechanics, as well as the proof of its uniqueness and the construction of a generalized Hilbert space over it, are being finalized for publication, we derive it in this note by a simple alternative construction.
Journal title :
PHYSICS LETTERS B
Serial Year :
1998
Journal title :
PHYSICS LETTERS B
Record number :
909990
Link To Document :
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