This manuscript (hep-th/9906140v1) is incomplete
Tomasz Mas{\l}owski, Stanis{\l}aw D. G{\l}azek
TL;DR
This paper is incomplete and directs readers to a different publication for the full content, focusing on the renormalized Poincaré algebra in quantum field theory.
Contribution
The manuscript's contribution is unclear due to its incompleteness, but it references a study on the renormalized Poincaré algebra for effective particles.
Findings
References a complete work on Poincaré algebra in quantum field theory
Highlights the importance of renormalization in effective particle frameworks
Suggests further reading for detailed results
Abstract
This manuscript (hep-th/9906140v1) is incomplete. Please read instead S. D. G{\l}azek, T. Mas{\l}owski, Renormalized Poincar\'e algebra for effective particles in quantum field theory, Phys.Rev. D65 (2002) 065011, (hep-th/0110185).
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Taxonomy
TopicsQuantum and Classical Electrodynamics · Algebraic and Geometric Analysis · Algebraic structures and combinatorial models