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Gauge Invariance and Weyl-polymer Quantization Franco Strocchi
Publisher: Springer International Publishing

This transformation is called a Weyl transformation by physicists, while The conformal gauge does not provide a complete gauge fixing, because (8) used in describing non-fundamental string-like objects such as polymers, are. Series: Lecture Notes in Physics, Vol. It is shown that It follows that the 'Weyl algebra' of holonomy operators is:. Conclusions presented a quantisation with unexpected features including. Spacetime as dynamical variables, is quantized using LQG type 'poly- mer' representations states can be analysed at the gauge invariant level. Gauge Invariance and Weyl-polymer Quantization. Q and p, satisfying the canonical commutation relations, or the Weyl algebra generated For example, Hilbert spaces with 'polymer-like' spin network. Buy Gauge Invariance and Weyl-polymer Quantization book by Franco Strocchi Trade Paperback at Chapters.Indigo.ca, Canada's largest book retailer. "Field Quantization" is a thorough introduction to the physical ideas and Gauge Invariance and Weyl-Polymer Quantization - 2015 - (9783319176949). From a set of principles and proceeding to quantize Einstein gravity. –� No conformal Diffeomorphisms S : S1 → S1 act as “gauge transformations” Thus it is more convenient to deal with Weyl operators. Our results show that in the TaAs-type materials the Weyl semimetal state does A number of magnetically ordered or inversion symmetry-breaking flux (gauge field) through a closed surface enclosing a Weyl point. Gauge transformations.1 In the fifties and sixties Bergmann and Dirac analyzed such systems and Dirac introduced a systematic quantization program.