打字猴:1.701743555e+09

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1701743556 [8]这个结论过于绝对。作者在此没有严格定义“准确率”。——译者注

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1701743558 [9]以上设计极为精妙，展示了令人钦佩的想象力。然而，这些设计也许是不必要的。实际上，这些设计的全部目的不过在于树立实验对象对预测者的信心，而这一点几乎每一种成功的宗教都已经实现了。例如，一个虔信的基督徒如果接受了奥古斯丁的神学决定论，那么他的实际生活就是一个大型的纽康实验。当然，他实际的人生选择相当于在纽康实验中只拿箱子B。——译者注

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1701743563 推理的迷宫：悖论、谜题及知识的脆弱性 [:1701739777]

1701743564 推理的迷宫：悖论、谜题及知识的脆弱性参考文献

1701743565

1701743566 本书仅仅是对科学著作和哲学文献中广为讨论、引人注目的悖论和思想实验的一个汇集。有兴趣进一步钻研的读者请参考最近的Analysis（《分析》）、British Journal For the Philosophy of Science（《英国科学哲学》）、Mind（《心灵》）、Philosophical Studies（《哲学研究》）、和Philosophy of Science（《科学哲学》）等期刊，这是一个很好的入手点。

1701743567

1701743568 ［1］Bacon, Roger(?). the Voynich “roger Bacon” Cipher Manuscript.Central Europe, probably sixteenth Century.At Yale University’s Beinecke Rare Book And Manuscript Library, New Haven

1701743569

1701743570 ［2］Barber,theodore Enophon, And Albert Forgione, John f. Chaves, David s.Calverley,John D.McPeake, And Barbara Bowen.“Five Attempts to Replicate the Experimenter Bias Effect,”Journal of Consulting And Clinical Psychology, 33：1~6(1969)

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1701743572 ［3］Bennett, William Ralph, Jr. Scientific And Engineering Problem-solving with the Computer. Englewood Cliffs, N.J.：Prentice-Hall, 1976

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1701743574 ［4］Borges, Jorge Luis. Labyrinths：Selected Stories And Other Writings, ed.by Donald A.Yates And James E.Irby.New York：New Directions, 1964

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1701743576 ［5］——.Other Inquisitions：1937-1952.Austin：University of texas Press, 1964

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1701743578 ［6］——.A Personal Anthology. New York：Grove Press, 1967

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1701743580 ［7］——.The Book of Sand. New York：e.r Dutton, 1977

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1701743582 ［8］——.And Adolfo Bioy Casares, Extraordinary tales.London：Condor Books, 1973

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1701743584 ［9］Burge, tyler.“Buridan And Epistemic Paradox, ”Philosophical Studies, 39：21~35(1978)

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1701743586 ［10］Carroll, Lewis. Symbolic Logic, ed.by William Warren BartleyⅢ. New York：Clarkson N.Potter,1977

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1701743588 ［11］ Coate, Randoll, Adrain Fisher,And Graham Burgess. A Celebration of Mazes. st.Albans, Eng.：Minotaur Designs, 1986

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1701743590 ［12］Cole, David.“thought And thought Experiments, ”Philosophical Studies, 45：431~444(1984)

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1701743592 ［13］Cook, stephen.“the Complexity of theorem Proving Procedures, ”Proceedings of the 3rd Annual ACM Symposium on the Theory of Computing.New York：Association of Computing Machinery, 1971

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1701743594 ［14］Einstein, Albert, And Leopold infeld. The Evolution of Physics, New York：simon ＆ schuster,1938

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1701743596 ［15］Gardner, Martin. The Scientific American Book of Mathematical Puzzles And Diversions. New York：simon &Amp; schuster, 1959

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1701743598 ［16］——.The Unexpected Hanging And Other Mathematical Diversions.New York：simon ＆ schuster,1969

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1701743600 ［17］——.Knotted Doughnuts And Other Mathematical Entertainments.New York：W. h.Freeman, 1986

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1701743602 ［18］Garey,Michael R., And David s.Johnson.Computers And Intractability：a Guide to the theory of NP-Completeness.New York：W.h.Freeman.1979

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1701743604 ［19］Gettier,Edmund. “Is Justified True Belief Knowledge?”Analysis, 23：121~123(1963)

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