Fundamental interaction (English Wikipedia)

Analysis of information sources in references of the Wikipedia article "Fundamental interaction" in English language version.

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6doi.org

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4nobelprize.org

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4harvard.edu

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1nasa.gov

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1cern.ch

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1home.cern

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accessscience.com

Salam, Abdus (2020). "Fundamental interaction". Access Science. doi:10.1036/1097-8542.275600.

archive.org

Bais, Sander (2005), The Equations. Icons of knowledge, ISBN 978-0-674-01967-6 p.84

arxiv.org

Goldin, Gerald A.; Shtelen, Vladimir M. (February 2001). "On Galilean invariance and nonlinearity in electrodynamics and quantum mechanics". Physics Letters A. 279 (5–6): 321–326. arXiv:quant-ph/0006067. Bibcode:2001PhLA..279..321G. doi:10.1016/S0375-9601(01)00017-2. S2CID 5398578. no fully Galilean-covariant theory of a coupled Schrödinger-Maxwell system (where the density and current of the Schrödinger field act as source of the nonrelativistic Maxwell field) is possible
Farhoudi, Mehrdad; Yousefian, Maysam (May 2016). "Ether and Relativity". International Journal of Theoretical Physics. 55 (5): 2436–2454. arXiv:1511.07795. Bibcode:2016IJTP...55.2436F. doi:10.1007/s10773-015-2881-y. S2CID 119258859.

books.google.com

Braibant, Sylvie; Giacomelli, Giorgio; Spurio, Maurizio (2011). Particles and Fundamental Interactions: An Introduction to Particle Physics (illustrated ed.). Springer Science & Business Media. p. 109. ISBN 9789400724631. Extract of page 109

britannica.com

"Newton's law of gravitation | Definition, Formula, & Facts". Encyclopedia Britannica. Retrieved 22 March 2021.
"fundamental force | Definition, List, & Facts". Encyclopedia Britannica. Retrieved 22 March 2021.

cern.ch

home.web.cern.ch

CERN (20 January 2012). "Extra dimensions, gravitons, and tiny black holes".

doi.org

Nauenberg, Michael (October 2018). "Newton's graphical method for central force orbits". American Journal of Physics. 86 (10): 765–771. Bibcode:2018AmJPh..86..765N. doi:10.1119/1.5050620. S2CID 125197336.
Henry, John (March 2011). "Gravity and De gravitatione: the development of Newton's ideas on action at a distance" (PDF). Studies in History and Philosophy of Science Part A. 42 (1): 11–27. Bibcode:2011SHPSA..42...11H. doi:10.1016/j.shpsa.2010.11.025. hdl:20.500.11820/b84d5f3c-47b3-453a-849f-eb9add123210.
Faraday, Michael (2012). "Experimental Researches in Electricity". doi:10.1017/cbo9781139383165.018. {{cite journal}}: Cite journal requires |journal= (help)
Goldin, Gerald A.; Shtelen, Vladimir M. (February 2001). "On Galilean invariance and nonlinearity in electrodynamics and quantum mechanics". Physics Letters A. 279 (5–6): 321–326. arXiv:quant-ph/0006067. Bibcode:2001PhLA..279..321G. doi:10.1016/S0375-9601(01)00017-2. S2CID 5398578. no fully Galilean-covariant theory of a coupled Schrödinger-Maxwell system (where the density and current of the Schrödinger field act as source of the nonrelativistic Maxwell field) is possible
Farhoudi, Mehrdad; Yousefian, Maysam (May 2016). "Ether and Relativity". International Journal of Theoretical Physics. 55 (5): 2436–2454. arXiv:1511.07795. Bibcode:2016IJTP...55.2436F. doi:10.1007/s10773-015-2881-y. S2CID 119258859.
Salam, Abdus (2020). "Fundamental interaction". Access Science. doi:10.1036/1097-8542.275600.

ed.ac.uk

pure.ed.ac.uk

Henry, John (March 2011). "Gravity and De gravitatione: the development of Newton's ideas on action at a distance" (PDF). Studies in History and Philosophy of Science Part A. 42 (1): 11–27. Bibcode:2011SHPSA..42...11H. doi:10.1016/j.shpsa.2010.11.025. hdl:20.500.11820/b84d5f3c-47b3-453a-849f-eb9add123210.

forbes.com

Siegel, Ethan (2016). "What Is The Strongest Force In The Universe?". Starts With a Bang. Retrieved 22 March 2021.

handle.net

hdl.handle.net

Henry, John (March 2011). "Gravity and De gravitatione: the development of Newton's ideas on action at a distance" (PDF). Studies in History and Philosophy of Science Part A. 42 (1): 11–27. Bibcode:2011SHPSA..42...11H. doi:10.1016/j.shpsa.2010.11.025. hdl:20.500.11820/b84d5f3c-47b3-453a-849f-eb9add123210.

harvard.edu

ui.adsabs.harvard.edu

Nauenberg, Michael (October 2018). "Newton's graphical method for central force orbits". American Journal of Physics. 86 (10): 765–771. Bibcode:2018AmJPh..86..765N. doi:10.1119/1.5050620. S2CID 125197336.
Henry, John (March 2011). "Gravity and De gravitatione: the development of Newton's ideas on action at a distance" (PDF). Studies in History and Philosophy of Science Part A. 42 (1): 11–27. Bibcode:2011SHPSA..42...11H. doi:10.1016/j.shpsa.2010.11.025. hdl:20.500.11820/b84d5f3c-47b3-453a-849f-eb9add123210.
Goldin, Gerald A.; Shtelen, Vladimir M. (February 2001). "On Galilean invariance and nonlinearity in electrodynamics and quantum mechanics". Physics Letters A. 279 (5–6): 321–326. arXiv:quant-ph/0006067. Bibcode:2001PhLA..279..321G. doi:10.1016/S0375-9601(01)00017-2. S2CID 5398578. no fully Galilean-covariant theory of a coupled Schrödinger-Maxwell system (where the density and current of the Schrödinger field act as source of the nonrelativistic Maxwell field) is possible
Farhoudi, Mehrdad; Yousefian, Maysam (May 2016). "Ether and Relativity". International Journal of Theoretical Physics. 55 (5): 2436–2454. arXiv:1511.07795. Bibcode:2016IJTP...55.2436F. doi:10.1007/s10773-015-2881-y. S2CID 119258859.

home.cern

"The Standard Model". CERN. Retrieved 22 March 2021.

nasa.gov

grc.nasa.gov

"Newton's Laws of Motion". www.grc.nasa.gov. NASA.

nautil.us

Krauss, Lawrence M. (2017-03-16). "A Brief History of the Grand Unified Theory of Physics". Nautilus.

nobelprize.org

"The Nobel Prize in Physics 1979". NobelPrize.org. Retrieved 2018-10-30.
"The Nobel Prize in Physics 1979". NobelPrize.org. Retrieved 2018-10-30.
"The Nobel Prize in Physics 1979". NobelPrize.org. Retrieved 2018-10-30.
"The Nobel Prize in Physics 1979". The Nobel Foundation. Retrieved 2008-12-16.

scientificamerican.com

Meinard Kuhlmann, "Physicists debate whether the world is made of particles or fields—or something else entirely", Scientific American, 24 Jul 2013.

semanticscholar.org

api.semanticscholar.org

Nauenberg, Michael (October 2018). "Newton's graphical method for central force orbits". American Journal of Physics. 86 (10): 765–771. Bibcode:2018AmJPh..86..765N. doi:10.1119/1.5050620. S2CID 125197336.
Goldin, Gerald A.; Shtelen, Vladimir M. (February 2001). "On Galilean invariance and nonlinearity in electrodynamics and quantum mechanics". Physics Letters A. 279 (5–6): 321–326. arXiv:quant-ph/0006067. Bibcode:2001PhLA..279..321G. doi:10.1016/S0375-9601(01)00017-2. S2CID 5398578. no fully Galilean-covariant theory of a coupled Schrödinger-Maxwell system (where the density and current of the Schrödinger field act as source of the nonrelativistic Maxwell field) is possible
Farhoudi, Mehrdad; Yousefian, Maysam (May 2016). "Ether and Relativity". International Journal of Theoretical Physics. 55 (5): 2436–2454. arXiv:1511.07795. Bibcode:2016IJTP...55.2436F. doi:10.1007/s10773-015-2881-y. S2CID 119258859.

symmetrymagazine.org

"The Standard Model of Particle Physics | symmetry magazine". www.symmetrymagazine.org. Retrieved 2018-10-30.
Shivni, Rashmi (2016-05-16). "The Planck scale". symmetry magazine. Fermilab/SLAC. Retrieved 2018-10-30.