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Bibliographic details for Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity
- Page name: Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity
- Author: Natural Philosophy Wiki contributors
- Publisher: Natural Philosophy Wiki, .
- Date of last revision: 30 December 2016 17:16 UTC
- Date retrieved: 2 June 2024 14:46 UTC
- Permanent URL: http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965
- Page Version ID: 8965
Citation styles for Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity
APA style
Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity. (2016, December 30). Natural Philosophy Wiki, . Retrieved 14:46, June 2, 2024 from http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965.
MLA style
"Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity." Natural Philosophy Wiki, . 30 Dec 2016, 17:16 UTC. 2 Jun 2024, 14:46 <http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965>.
MHRA style
Natural Philosophy Wiki contributors, 'Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity', Natural Philosophy Wiki, , 30 December 2016, 17:16 UTC, <http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965> [accessed 2 June 2024]
Chicago style
Natural Philosophy Wiki contributors, "Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity," Natural Philosophy Wiki, , http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965 (accessed June 2, 2024).
CBE/CSE style
Natural Philosophy Wiki contributors. Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity [Internet]. Natural Philosophy Wiki, ; 2016 Dec 30, 17:16 UTC [cited 2024 Jun 2]. Available from: http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965.
Bluebook style
Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity, http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965 (last visited June 2, 2024).
BibTeX entry
@misc{ wiki:xxx, author = "Natural Philosophy Wiki", title = "Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity --- Natural Philosophy Wiki{,} ", year = "2016", url = "http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965", note = "[Online; accessed 2-June-2024]" }
When using the LaTeX package url (\usepackage{url}
somewhere in the preamble) which tends to give much more nicely formatted web addresses, the following may be preferred:
@misc{ wiki:xxx, author = "Natural Philosophy Wiki", title = "Straightforward Derivation of MIE's Gravitational and Inertial Masses Via Just Newton's Law of Gravitation and Energy Conservation Law: A New Approach to the End Results of the General Theory of Relativity --- Natural Philosophy Wiki{,} ", year = "2016", url = "\url{http://wiki.naturalphilosophy.org/index.php?title=Straightforward_Derivation_of_MIE%27s_Gravitational_and_Inertial_Masses_Via_Just_Newton%27s_Law_of_Gravitation_and_Energy_Conservation_Law:_A_New_Approach_to_the_End_Results_of_the_General_Theory_of_Relativity&oldid=8965}", note = "[Online; accessed 2-June-2024]" }