Multi-scale Methods in Quantum Field Theory

W. N. Polyzou; Tracie Michlin; Fatih Bulut

doi:10.1007/s00601-018-1357-z

Back

Multi-scale Methods in Quantum Field Theory

Journal article

Open access

Peer reviewed

Multi-scale Methods in Quantum Field Theory

W. N. Polyzou, Tracie Michlin and Fatih Bulut

Few-body systems, Vol.59(3), 36

05/01/2018

DOI: 10.1007/s00601-018-1357-z

Files and links (1)

url

https://arxiv.org/pdf/1712.00054View

Open Access

Abstract

Daubechies wavelets are used to make an exact multi-scale decomposition of quantum fields. For reactions that involve a finite energy that take place in a finite volume, the number of relevant quantum mechanical degrees of freedom is finite. The wavelet decomposition has natural resolution and volume truncations that can be used to isolate the relevant degrees of freedom. The application of flow equation methods to construct effective theories that decouple coarse and fine scale degrees of freedom is examined.

Physical Sciences

Physics

Physics, Multidisciplinary

Science & Technology

Details

Title: Subtitle: Multi-scale Methods in Quantum Field Theory
Creators: W. N. Polyzou - University of Iowa
Tracie Michlin - University of Iowa
Fatih Bulut - Inonu University
Resource Type: Journal article
Publication Details: Few-body systems, Vol.59(3), 36
DOI: 10.1007/s00601-018-1357-z
ISSN: 0177-7963
eISSN: 1432-5411
Publisher: Springer Nature
Number of pages: 7
Grant note: DE-SC0016457 / U.S. Department of Energy; United States Department of Energy (DOE)
Language: English
Date published: 05/01/2018
Academic Unit: Physics and Astronomy
Record Identifier: 9984429046102771

Metrics

7 Record Views

3 Times Cited - Web of Science

See more details