Ãëàâíàÿ    Ex Libris    Êíèãè    Æóðíàëû    Ñòàòüè    Ñåðèè    Êàòàëîã    Wanted    Çàãðóçêà    ÕóäËèò    Ñïðàâêà    Ïîèñê ïî èíäåêñàì    Ïîèñê    Ôîðóì   
blank
Àâòîðèçàöèÿ

       
blank
Ïîèñê ïî óêàçàòåëÿì

blank
blank
blank
Êðàñîòà
blank
Cohen M.R., Nagel E. — An Introduction to Logic and Scientific Method
Cohen M.R., Nagel E. — An Introduction to Logic and Scientific Method



Îáñóäèòå êíèãó íà íàó÷íîì ôîðóìå



Íàøëè îïå÷àòêó?
Âûäåëèòå åå ìûøêîé è íàæìèòå Ctrl+Enter


Íàçâàíèå: An Introduction to Logic and Scientific Method

Àâòîðû: Cohen M.R., Nagel E.

Àííîòàöèÿ:

An Introduction to Logic and Scientific Method is a college level primer on logic. This book was widely used by scholars especially those studying economics as an introduction to logical thought in preparation for intellectual discourse. Ludwig von Mises was known to say that all students of economics should read this book as a first step in their training as economists.


ßçûê: en

Ðóáðèêà: Ìàòåìàòèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1937

Êîëè÷åñòâî ñòðàíèö: 479

Äîáàâëåíà â êàòàëîã: 19.05.2013

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
blank
Ïðåäìåòíûé óêàçàòåëü
Initial predication, fallacy of      386
Intension of terms      30—33
Intensive qualities      293—296
Interpretation, in art      357—362
Interpretation, in historical method      329—334
Interpretation, of axioms      138 145
Intuition, and scientific method      193
Intuitive induction      273—275
Invariant relations in science, types of      245—249
Inverse variation of intension and extension      33
Inversion, of categorical propositions      61—63
Isomorphism      137—141
Jesus Christ      225 325 335—340
Jevons, W.S.      423 424 448
Johnson, W.E.      275
Joint method of agreement and difference      260—261
Judgments, and propositions      28
Jurisprudence, and metaphors      370—371
Kant, I.      110 111 365 378 420
Kelvin      399
Kepler      408 441
Keynes, J.M.      286
Keynes, J.N.      87 430 432
Koran      325 379
Ladd-Franklin, C.      91
Langlois, C.V., and Seignobos, C.      335
Language, changes in      119
Language, emotive and metaphoric use of      368—371
Language, general traits of      117—118
Laplace      168
Laws of Thought      181—185
Laws of Thought, and metaphysics      185—187
Laws, types of      245—249 354 397—399
Leibniz      34 112
Leonardo da Vinci      362
Limiting conceptions      371—375
Lindemann      17
Linguistics, and logic      16—18
Lobachevsky      144 417
Locke, J.      20 420
Lodge, O.      399
Logic, and evidence      3—5
Logic, and fictions      367—375
Logic, and form      10—12
Logic, and implication      8—13
Logic, and linguistics      16—18
Logic, and metaphysics of knowledge      20—21
Logic, and novelty      173—176
Logic, and ontology      vii 185—187
Logic, and physics      20
Logic, and possibility      10 21
Logic, and probable inference      13—16
Logic, and psychology      vi 18—20
Logic, and real definitions      230—233
Logic, and research      13
Logic, and scientific method      Chap. X 394
Logic, and value      Chap. XVIII
Logic, as science of types of order      110—113
Logic, its use and application      21—23
Logic, mathematical or generalized      Chap. VI
Logical and temporal order      132 388—390
Lowell Committee      350
Lowell, J.R.      400
Lully, R.      112
Magna Carta      355
Mahomet      352 379
Maitland, F.W.      341—342
Major term in categorical syllogism      77
Many questions, fallacy of      379
Marx, Karl      319—320 352
Mary Stuart      341 356
Material implication      48 127
Material truth      7 9 131—133 277—279
Mathematical induction      147—148
Mathematical logic      Chap. VI
Mathematics, and probability      158—164
Mathematics, and proof      7
Mathematics, nature of      Chap. VII
Mathematics, pure      7 133—137
Maxwell      120 232 399
Mean deviation, as measure of dispersion      310—311
Mean, arithmetical      304—306
Meaning, and conditions of significance      185
Meaning, and existential import      43
Meaning, and formal logic      vii 12
Meaning, and implication      9
Meaning, of historical data      329—334
Measurement, its nature      Chap. XV
Measurement, its nature, and probability      165—166 170
Measurement, its nature, and statistical methods      302—315
Median      309—310
Mediate inference      73 77
Metaphor      119 368—371
Metaphysics and logic      vii 20—21 185—187
Methods of Experimental Inquiry      Chap. XII
Middle term in categorical syllogism      77
Mill, J.S.      177—181 225 245 249 255 256 260 261 264 267 268 269 279 280 281 441
Minor term in categorical syllogism      77
Mixed hypothetical syllogism      97
MODE      307—309
Moliere      226—227
Montague, W.P.      435
Mood of syllogism      81—84 98 99 101 102
Moore, George      96
Moral Judgments, and logic      362—367
Moral Judgments, in history      353—357
Multiplication, logical      122
Myerson, Abraham      443
Necessary and sufficient condition      271
Necessary and sufficient condition, confusions of      388
Necessary reasoning      5—13
Negative propositions      36
Neglective fictions      372
Newsholme, A.      450
Newton      213 214 219 232 283 384
Nietzsche      352
Nightingale, Florence      vii
Nominal definition      227—229
Non-Euclidean geometry      140 144 145
Normative, logic as      110
Novelty, in art      358
Novelty, in logic      173—176
Null-class      122
Number, generalization of      148—150
Numerical laws, and measurement      298—301
Observation, and hypotheses      215—217
Obversion of categorical propositions      59
Obverted converse      61
Occam’s razor      395
Old Testament      328 331—334 336
One-one relations      115
One-one relations, and isomorphism      138
Operations, differences in mathematical      149
Operations, in calculus of classes      122
Opposition of propositions, in general      68—75
Opposition of propositions, square of      65—68
Ostwald, W.      399
Paine, T.      100
Particular propositions      35
Peano, G.      113 146
Pearson’s coefficient      314
Peirce, C.S.      vi 17 113 117 169 172 441
Perfect induction      275—276
Persuasion and logic      19
Petitio principii, and the syllogism      177—181
Petitio principii, fallacy of      379
Philip II of Spain      355
Philo      359—360
Physical theories      397—399
Physics, and logic      20
Plato      52 227 459
Pluralism, and systems      128 140
Plurality of causes      255 269—272
Poe, E.A.      329
Poincare, H.      139 382 398
Pompey      354
Ponendo ponens      102
Ponendo ponens, ponendo tollens      102
Porphyry      236
Port Royal      111 429
Positivism, in morals      363—364
Post hoc, ergo propter hoc      258 379
Predicables      234—238
Predicables, and dichotomous division      243
Predicate      30
Prediction, and hypotheses      208—212
Premise      8
Premise, and real definitions      232
Premise, major and minor in categorical syllogism      78
Presumption of fact      15 155—156
Priestley, J.      219
Principal, and subaltern      55 66
Principle of Indifference or Insufficient Reason      165
Probability, and induction      Chap. XIV
Probability, and measure of belief      164—166
Probability, and relative frequency      153—157 166—172
Probability, and statistics      306 311 312
Probability, calculus of      158—164
Probability, its nature      Chap. VIII
Probable error      312
Probable inference      13—16 Chap.
Probable inference, and generalization or induction      14
Probable inference, and presumption of fact      15 155—156
Probable inference, in history      Chap. XVII
Proclus      413
proof      7 see
Proof, in mathematics      129
Property, and the Predicables      236—237
Propositional functions      29 50 135 183—185
Propositions, and immediate knowledge      4
Propositions, and propositional functions      29 50
Propositions, as distinct from sentences, judgments, resolutions, commands, and things      27—30
Propositions, calculus of      126—128
Propositions, categorical      33—44
Propositions, compound, simple, and general      44—51
Propositions, conditional      33 44
Propositions, consistency and independence      143—147
Propositions, the possible logical relations between      Chap. III
Propositions, their analysis      Chap. II
Protasis      8
Pseudo-simplicity, fallacy of      384—388
Psychology, and logic      vi 18—20
Psychology, and logic, and laws of thought      182
Psychology, and logic, and logical novelty      173—175
Ptolemy      213 214 413—415
Pure alternative syllogisms      105
Pure hypothetical syllogisms      97 103—104
Qartile deviation      312
Qualities, measurement of      293—301
Quality of categorical propositions      36—37
Quantity of categorical propositions      35—36
Questions, and propositions      28
Range, as measure of deviation      310
Rankine, W.J.M.      398 399
Real definition      230—233
Reductio ad absurdum      88
Reduction of syllogism, categorical      87—91
Reduction of syllogism, mixed      103
Reduction, fallacies of      382—384
Reflective method      see "Scientific Method"
Relations, formal properties of      49 113—115
Relations, in calculus of classes      123
Relations, in inference      115—116
Relative frequency, and probability      153—157
Relevance, and experimental methods      252 257
Relevance, and hypotheses      200—202
Relevance, and implication      6 10
Residues, method of      264—265
Resolutions, and nominal definitions      229
Resolutions, and propositions      29
Riemann      144
Rousseau      68
Russell, B.      vi 113 127 146 228 240 272 438 439
Saccheri      144
Sacco and Vanzetti      349
Sampling      14 156 279—286
Sampling, and fallacies of      317—322
Santayana, G.      343—344 400 455
Schiller, F.C.S.      438 457
Schroedinger, E.      215
science      191 199 364
Science, and analysis      383 385
Scientific method, abuses of      382—390
Scientific method, and hypotheses      Chap. XI
Scientific method, and logic      Chap. X
Scientific method, general character of      391—399
Scientific method, in art      357—362
Scientific method, in historical sciences      324—326 352—357
Scientific method, in morals      362—367
Scientific method, limits and values of      399—403
Self-evidence      4 87 88 130—132
Sentences, and propositions      27
Shakespeare      352 362
Sherlock Holmes      436
Simple constructive dilemma      106
Simple constructive dilemma, simple destructive dilemma      106
Simple propositions      48—49
Simplicity, and choice of hypotheses      212—215
Simplicity, fallacies of      384—388
Simplification, principle of      124
Simplism, fallacy of      384—388
Sir Davy, H.      442
Sir Eddington, A.      459
Sir Hamilton, Wm.R.      417
Sir Heath, T.L.      413
Smith, Adam      373
Smith, Sydney      382
Sophisms      183—185
Sophistical refutations      381—388
Sophocles      455
Sorites      94—95
Species      32 234—235
Spencer, H.      458
SPINOZA      332—333 380
Square of opposition      65—68
St. Thomas      107 420
Standard deviation      311
Statistical methods      Chap. XVI
Strauss, D.F.      335—340
Strengthened syllogism      86
Structure, identity of      137—141
Subaltern      54 55 66
Subcontrary propositions      55 67 71
Subimplication      56 66 74
Subject      30
subsystems      139—140
Sufficient conditions      271
Superaltern      54 55 66
Superimplication      55 66 72—74 96
Syllogism, categorical      Chap. IV
Syllogism, hypothetical, alternative, and disjunctive      Chap. V
Syllogism, is it a petitio principii      177—181
Syllogism, principle of in calculus of classes      124
Symbolic logic, and classification      244
Symbolic logic, of classes      121—126
Symbolic logic, of propositions      126—128
Symbols, their use      70 117—120
Symmetric relations      114
System, and history      340—344
System, and morals      365—367
1 2 3
blank
Ðåêëàìà
blank
blank
HR
@Mail.ru
       © Ýëåêòðîííàÿ áèáëèîòåêà ïîïå÷èòåëüñêîãî ñîâåòà ìåõìàòà ÌÃÓ, 2004-2025
Ýëåêòðîííàÿ áèáëèîòåêà ìåõìàòà ÌÃÓ | Valid HTML 4.01! | Valid CSS! Î ïðîåêòå