下記の”Akihiro Kanamori”のReferencesに、多く”Google Scholar”のリンクが張ってあって jstorの”Full-text is available ”などに辿り着けるね https://www.cambridge.org/core/journals/bulletin-of-symbolic-logic/article/mathematical-development-of-set-theory-from-cantor-to-cohen/4BAABCD6E6D05F8E16E6889573FC87F5 Bulletin of Symbolic Logic Volume 2, Issue 1March 1996 , pp. 1-71 The Mathematical Development of Set Theory from Cantor to Cohen Akihiro Kanamori
Extract
What follows is an account of the development of set theory from its beginnings through the creation of forcing based on these contentions, with an avowedly Whiggish emphasis on the heritage that has been retained and developed by current set theory. The whole transfinite landscape can be viewed as the result of Cantor's attempt to articulate and solve the Continuum Problem.
References
[1953] Shepherdson, John C., Inner models for set theory?Part III, The Journal of Symbolic Logic, vol. 18, pp. 145?167.CrossRef | Google Scholar https://scholar.google.com/scholar_lookup?title=Inner+models+for+set+theory%E2%80%94Part+III&publication+year=1953&author=Shepherdson+John+C.&journal=The+Journal+of+Symbolic+Logic&volume=18&doi=10.2307/2268947&pages=145-167 ↓（Google Scholar） https://www.jstor.org/stable/2268947?seq=1#page_scan_tab_contents Inner Models for Set Theory--Part III JC Shepherdson - The Journal of Symbolic Logic, 1953 - JSTOR Full-text is available
