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Dictionary of the History of Ideas

Studies of Selected Pivotal Ideas
  
  

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BIBLIOGRAPHY
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BIBLIOGRAPHY

Carl Becker, The Heavenly City of the Eighteenth-Century
Philosophers
(New Haven, 1932). Salomon Bochner, Eclosion
and Synthesis, Perspectives on the History of Knowledge

(New York, 1969); idem, The Role of Mathematics in the
Rise of Science
(Princeton, 1966). Carl Boyer, History of
Mathematics
(New York, 1968). Karl H. Dannenfeldt, ed.,
The Renaissance; Medieval or Modern? (Boston, 1959).
Wallace K. Ferguson, The Renaissance in Historical
Thought: Five Centuries of Interpretation
(Boston, 1948).
I. J. Gelb, A Study of Writing (Chicago, 1952). F. K. Ginzel,
Handbuch der mathematischen und technischen Chronolo-
gie,
3 vols. (Leipzig, 1914). Alfred F. Havighurst, ed., The
Pirenne Thesis: Analysis, Criticism, and Revision
(Boston,
1958). Tinsley Helton, ed., The Renaissance: A Reconsidera-
tion of the Theories and Interpretations of the Age
(Madison,
1961). Donald Kagan, ed., Decline and Fall of the Roman
Empire: Why Did It Collapse?
(Boston, 1962). Samuel Noah
Kramer, The Sumerians: Their History, Culture, and Char-
acter
(Chicago, 1963). Karl Krumbacher, Geschichte der
byzantinischen Litteratur von Justinian bis zum Ende des
oströmischen Reiches:
(527-1453), 2nd ed. (Munich, 1897).
Otto Neugebauer, The Exact Sciences in Antiquity, 2nd ed.
(Providence, 1957). Isaac Newton, Mathematical Principles
of Natural Philosophy,
trans. A. Motte (Berkeley, 1946; rev.
F. Cajori, 1962). Erwin Panofsky, Renaissance and Renas-
cences in Western Art
(Stockholm, 1960). David Eugene
Smith, History of Mathematics, 2 vols. (Boston, 1923), esp.
Vol. I. René Taton, ed., A History of Science, trans. A. F.
Pomerans, 4 vols. (New York, 1963), Vol. I, Ancient and
Medieval Science.
B. L. van der Waerden, Science Awaken-
ing
(Groningen, 1954). William Whewell, History of the
Inductive Sciences from the Earliest to the Present Time,
3
vols. (London, 1837), 3rd ed. (New York, 1869), esp. Vol.
I. Lynn White, Jr., The Transformation of the Roman World:
Gibbon's Problem after Two Centuries
(Berkeley and Los
Angeles, 1966).

SALOMON BOCHNER

[See also Infinity; Mathematical Rigor; Newton on Method;
Relativity; Renaissance Humanism; Space; Symmetry.]