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[[Category:Scientist]]
'''George Phillip Drake''' is an American researcher based in Santa Ana, California, who is associated with [[Common Sense Science]], a group that develops alternative, classical models of matter and physical phenomena within the dissident-science community.
 
==Biography==
George Phillip Drake resides in Santa Ana, California, in the United States. He is identified with [[Common Sense Science]], a research effort that promotes physical models based on classical, common-sense principles as an alternative to aspects of modern quantum and relativistic theory.
 
==Work==
Drake's work is connected with [[Common Sense Science]], which advances classical models of elementary particles and electromagnetic phenomena. The group's stated aim is to describe matter and physical interactions in terms of finite-size, spinning charged structures rather than point particles and probabilistic descriptions.
 
==External links==
* [http://commonsensescience.net/ Common Sense Science]
 
[[Category:Scientist|Drake George]]
[[Category:Worldwide List of Dissident Scientists]]

Latest revision as of 04:14, 18 July 2026

George Phillip Drake
ResidenceSanta Ana, CA, United States
NationalityUSA
Known forCommon Sense Science

George Phillip Drake is an American researcher based in Santa Ana, California, who is associated with Common Sense Science, a group that develops alternative, classical models of matter and physical phenomena within the dissident-science community.

Biography

George Phillip Drake resides in Santa Ana, California, in the United States. He is identified with Common Sense Science, a research effort that promotes physical models based on classical, common-sense principles as an alternative to aspects of modern quantum and relativistic theory.

Work

Drake's work is connected with Common Sense Science, which advances classical models of elementary particles and electromagnetic phenomena. The group's stated aim is to describe matter and physical interactions in terms of finite-size, spinning charged structures rather than point particles and probabilistic descriptions.

External links