The Science of Conjecture: Evidence and Probability Before Pascal

Front Cover
Taylor & Francis, Aug 23, 2002 - History - 497 pages

How did we make reliable predictions before Pascal and Fermat's discovery of the mathematics of probability in 1654? What methods in law, science, commerce, philosophy, and logic helped us to get at the truth in cases where certainty was not attainable? In The Science of Conjecture, James Franklin examines how judges, witch inquisitors, and juries evaluated evidence; how scientists weighed reasons for and against scientific theories; and how merchants counted shipwrecks to determine insurance rates.

The Science of Conjecture provides a history of rational methods of dealing with uncertainty and explores the coming to consciousness of the human understanding of risk.

"A remarkable book. Mr. Franklin writes clearly and exhibits a wry wit. But he also ranges knowledgeably across many disciplines and over many centuries."—Wall Street Journal

"The Science of Conjecture opens an old chest of human attempts to draw order from havoc and wipes clean the rust from some cast-off classical tools that can now be reused to help build a framework for the unpredictable future."—Science

"Franklin's style is clear and fluent, with an occasional sly Gibbonian aside to make the reader chuckle."—New Criterion

James Franklin is a professor in the School of Mathematics and Statistics at the University of New South Wales.

 

Contents

II
ix
III
xi
IV
1
V
4
VI
6
IX
8
X
9
XI
14
LVI
174
LVII
178
LVIII
181
LIX
186
LX
189
LXII
190
LXIII
194
LXIV
196

XII
18
XIII
22
XIV
27
XV
31
XVI
34
XVII
35
XVIII
37
XIX
41
XX
52
XXI
58
XXII
59
XXIII
63
XXIV
70
XXV
73
XXVI
75
XXVII
77
XXVIII
78
XXIX
88
XXX
96
XXXI
97
XXXII
98
XXXIII
103
XXXIV
108
XXXV
110
XXXVI
114
XXXVII
115
XXXVIII
120
XXXIX
121
XL
123
XLI
125
XLII
126
XLIII
127
XLIV
128
XLV
132
XLVI
134
XLVII
139
XLVIII
141
XLIX
148
L
156
LI
158
LII
159
LIII
166
LIV
169
LV
171
LXV
197
LXVI
200
LXVII
204
LXVIII
210
LXIX
211
LXX
216
LXXI
222
LXXII
224
LXXIII
226
LXXIV
227
LXXV
229
LXXVI
231
LXXVII
236
LXXVIII
243
LXXIX
252
LXXXI
253
LXXXII
255
LXXXIII
256
LXXXIV
263
LXXXV
266
LXXXVI
267
LXXXVII
272
LXXXVIII
277
LXXXIX
279
XC
283
XCII
285
XCIII
290
XCIV
294
XCV
296
XCVI
300
XCVII
307
XCVIII
310
XCIX
315
C
320
CI
324
CII
334
CIII
337
CIV
342
CV
356
CVIII
359
CIX
367
CXI
379
CXII
481
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About the author (2002)

James Franklin is a professor in the School of Mathematics and Statistics at the University of New South Wales.

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