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Definition of Dirac
1. Noun. English theoretical physicist who applied relativity theory to quantum mechanics and predicted the existence of antimatter and the positron (1902-1984).
Definition of Dirac
1. Proper noun. A surname of French derivation ¹
2. Proper noun. Paul Dirac British physicist ¹
¹ Source: wiktionary.com
Lexicographical Neighbors of Dirac
Literary usage of Dirac
Below you will find example usage of this term as found in modern and/or classical literature:
1. Gauge Fields and Cartan-Ehresmann Connections by Robert Hermann (1975)
"Put this way, it is not at all clear that such a Dirac structure exists. ...
THE FREE Dirac EQUATION IN MINKOWSKI SPACE We shall now indicate how the “Dirac ..."
2. Quantum and Fermion Differential Geometry by Robert Hermann (1977)
"The Dirac Equation and Poisson Bracket of Fermion Spaces It is now recognized
that Lie algebra theory plays the key role in the usual Schrödinger equation ..."
3. Energy Momentum Tensors by Robert Hermann (1976)
"Basically, this is for a good geometric reason; the Dirac equation is defined
... First, let us recall how the Dirac equation and it Lagrangian is set up. ..."
4. C-O-R Generalized Functions, Current Algebras, and Control by Robert Hermann (1994)
"The Dirac Delta Function and its powers as inputs to scalar, time-invariant
bilinear systems. In Applications, we are particularly interested in the case ..."
5. Constrained Mechanics and Lie Theory by Robert Hermann (1992)
"The Dirac Delta Function: x—>ö(x) (6.1) is intuitively thought of as a ‘function'
which is ‘infinite' at x =0; ..."
6. Yang-Mills, Kaluza-Klein, and the Einstein Program by Robert Hermann (1978)
"THE GEOMETRY OF THE Dirac MAGNETIC MONOPOLES, 1. INTRODUCTION FIBER BUNDLES AND
CONNECTIONS It has been recognized recently (1] that Dirac's magnetic ..."
7. Proceedings of the Cambridge Philosophical Society by Cambridge Philosophical Society (1843)
"It is obvious that one can perform a similar quantization on particles satisfying
Fermi-Dirac statistics, and such a quantization will be useful in a theory ..."
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