An Introduction to Non-Classical Logic

Front Cover
Cambridge University Press, Feb 22, 2001 - Mathematics - 242 pages
This book is an introduction to non-classical propositional logics. It brings together for the first time in a textbook a range of topics in logic, many of them of relatively recent origin, including modal, conditional, intuitionist, many-valued, paraconsistent, relevant and fuzzy logics. The material is unified by the underlying theme of world-semantics. All of the topics are explained clearly and accessibly, using devices such as tableaux proofs, and their relation to current philosophical issues and debates is discussed. Students with a basic understanding of classical logic will find this an invaluable introduction to an area that has become of central importance in both logic and philosophy, but which, until now, could be studied only through the research literature. It will interest those studying logic, those who need to know about non-classical logics because of their philosophical importance, and, more widely, readers working in mathematics and computer science.
 

Contents

I
1
II
2
III
3
IV
4
V
8
VI
9
VII
10
VIII
11
LXII
110
LXIII
111
LXIV
114
LXVI
115
LXVII
117
LXVIII
119
LXIX
122
LXX
123

IX
13
X
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XI
15
XII
17
XIV
18
XV
20
XVI
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XVII
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XVIII
28
XIX
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XX
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XXI
31
XXII
33
XXIII
35
XXIV
36
XXVI
38
XXVII
40
XXVIII
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XXIX
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XXX
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XXXI
52
XXXII
54
XXXIV
55
XXXV
58
XXXVI
60
XXXVII
62
XXXVIII
63
XXXIX
64
XL
65
XLI
67
XLII
68
XLIII
69
XLIV
71
XLV
72
XLVII
74
XLVIII
77
XLIX
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L
80
LI
83
LII
88
LIII
91
LIV
93
LV
95
LVI
96
LVIII
99
LIX
101
LX
104
LXI
108
LXXI
125
LXXII
127
LXXIII
128
LXXIV
130
LXXV
131
LXXVI
134
LXXVII
136
LXXVIII
137
LXXX
139
LXXXI
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LXXXII
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LXXXIII
147
LXXXIV
151
LXXXV
152
LXXXVI
159
LXXXVIII
160
LXXXIX
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XC
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XCI
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XCII
167
XCIII
168
XCIV
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XCV
174
XCVI
179
XCIX
182
CI
184
CII
188
CIII
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CIV
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CV
198
CVI
202
CVII
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CVIII
206
CIX
207
CX
211
CXI
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CXII
214
CXIII
218
CXIV
221
CXV
222
CXVI
225
CXVII
226
CXIX
229
CXX
231
CXXI
237
CXXII
239
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