Modelo estándar de la física de partículas (Spanish Wikipedia)

Analysis of information sources in references of the Wikipedia article "Modelo estándar de la física de partículas" in Spanish language version.

refsWebsite
Global rank Spanish rank
2,509th place
2,382nd place
2nd place
2nd place
1st place
1st place
low place
999th place
57th place
3rd place
low place
1,329th place
9th place
12th place
2,912th place
1,092nd place
low place
low place
27th place
81st place
1,911th place
1,475th place
4,983rd place
low place
low place
low place
low place
low place
179th place
132nd place
5,101st place
7,574th place
1,503rd place
1,060th place
301st place
157th place
1,115th place
1,477th place
low place
low place
low place
low place

aargentinapciencias.org

aps.org

link.aps.org

doi.org

dx.doi.org

  • Jaeger, Gregg (2021-11). «The Elementary Particles of Quantum Fields». Entropy (en inglés) 23 (11): 1416. ISSN 1099-4300. doi:10.3390/e23111416. Consultado el 25 de diciembre de 2022. «Steven Weinberg made the following claims. “The Standard Model is a quantum field theory. The fundamental ingredients of nature that appear in the underlying equations are fields: the familiar electromagnetic field, and some twenty or so other fields. The so-called elementary particles, like photons and quarks and electrons, are ‘quanta’ of the fields—bundles of the fields’ energy and momentum. The properties of these fields and their interactions are largely dictated by principles of symmetry, including Einstein’s Special Principle of Relativity, together with a principle of ‘renormalizability,’ which dictates that the fields can interact with each other only in certain specially simple ways. The Standard Model has passed every test that can be imposed with existing experimental facilities” ([7], pp. 59–60); “By the mid-1970s it had become clear that the properties of these particles and all other known particles could be understood as mathematical consequences of …the Standard Model. The fundamental equations of the Standard Model deal not with particles and fields, but with fields of force alone; particles are just bundles of field energy” ([7], p. 109); “a(p) and a†(p) respectively annihilate and create a particle of momentum p [in free-field theories]. This is what we mean when [we] refer to elementary particles being bundles of the energy and momentum in some field”.» 
  • Weinberg, Steven (20 de noviembre de 1967). «A Model of Leptons». Physical Review Letters 19 (21): 1264-1266. doi:10.1103/PhysRevLett.19.1264. Consultado el 2 de noviembre de 2016. 
  • Iliopoulos, Jean (20 de mayo de 2010). «Glashow-Iliopoulos-Maiani mechanism». Scholarpedia 5 (5). ISSN 1941-6016. doi:10.4249/scholarpedia.7125. Consultado el 13 de noviembre de 2016. 

einstein-schrodinger.com

fnal.gov

www-clued0.fnal.gov

gluones.wordpress.com

gsu.edu

hyperphysics.phy-astr.gsu.edu

  • «CPT Invariance». hyperphysics.phy-astr.gsu.edu. Consultado el 2 de diciembre de 2016. 

investigacionyciencia.es

issn.org

portal.issn.org

  • Jaeger, Gregg (2021-11). «The Elementary Particles of Quantum Fields». Entropy (en inglés) 23 (11): 1416. ISSN 1099-4300. doi:10.3390/e23111416. Consultado el 25 de diciembre de 2022. «Steven Weinberg made the following claims. “The Standard Model is a quantum field theory. The fundamental ingredients of nature that appear in the underlying equations are fields: the familiar electromagnetic field, and some twenty or so other fields. The so-called elementary particles, like photons and quarks and electrons, are ‘quanta’ of the fields—bundles of the fields’ energy and momentum. The properties of these fields and their interactions are largely dictated by principles of symmetry, including Einstein’s Special Principle of Relativity, together with a principle of ‘renormalizability,’ which dictates that the fields can interact with each other only in certain specially simple ways. The Standard Model has passed every test that can be imposed with existing experimental facilities” ([7], pp. 59–60); “By the mid-1970s it had become clear that the properties of these particles and all other known particles could be understood as mathematical consequences of …the Standard Model. The fundamental equations of the Standard Model deal not with particles and fields, but with fields of force alone; particles are just bundles of field energy” ([7], p. 109); “a(p) and a†(p) respectively annihilate and create a particle of momentum p [in free-field theories]. This is what we mean when [we] refer to elementary particles being bundles of the energy and momentum in some field”.» 
  • Iliopoulos, Jean (20 de mayo de 2010). «Glashow-Iliopoulos-Maiani mechanism». Scholarpedia 5 (5). ISSN 1941-6016. doi:10.4249/scholarpedia.7125. Consultado el 13 de noviembre de 2016. 

lbl.gov

pdg.lbl.gov

mdpi.com

  • Jaeger, Gregg (2021-11). «The Elementary Particles of Quantum Fields». Entropy (en inglés) 23 (11): 1416. ISSN 1099-4300. doi:10.3390/e23111416. Consultado el 25 de diciembre de 2022. «Steven Weinberg made the following claims. “The Standard Model is a quantum field theory. The fundamental ingredients of nature that appear in the underlying equations are fields: the familiar electromagnetic field, and some twenty or so other fields. The so-called elementary particles, like photons and quarks and electrons, are ‘quanta’ of the fields—bundles of the fields’ energy and momentum. The properties of these fields and their interactions are largely dictated by principles of symmetry, including Einstein’s Special Principle of Relativity, together with a principle of ‘renormalizability,’ which dictates that the fields can interact with each other only in certain specially simple ways. The Standard Model has passed every test that can be imposed with existing experimental facilities” ([7], pp. 59–60); “By the mid-1970s it had become clear that the properties of these particles and all other known particles could be understood as mathematical consequences of …the Standard Model. The fundamental equations of the Standard Model deal not with particles and fields, but with fields of force alone; particles are just bundles of field energy” ([7], p. 109); “a(p) and a†(p) respectively annihilate and create a particle of momentum p [in free-field theories]. This is what we mean when [we] refer to elementary particles being bundles of the energy and momentum in some field”.» 

naukas.com

francis.naukas.com

neofronteras.com

nobelprize.org

scholarpedia.org

stanford.edu

slac.stanford.edu

  • Patterson, J. Ritchie (1995). «Lepton Universality». Beamline (en inglés). Consultado el 21 de septiembre de 2016. 

ucsb.edu

web.physics.ucsb.edu

web.archive.org

weizmann.ac.il

webhome.weizmann.ac.il

wikisource.org

en.wikisource.org

youtube.com