An edition of Thomism and Mathematical Physics
(1946)
Thomism and Mathematical Physics
by Bernard I. Mullahy
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Table of Contents
Section One.
1.
Introduction: The problem of Mathematical Physics
Page Chap. I
1.
A Symbol of Progress
Page 1
2.
Historical Perspective
Page 4
3.
Relevance of Thomism
Page 37
4.
Some Implications of the Problem
Page 61
2.
Body
A.
The Principles
1.
The Specification of the Sciences
Page Chap. II
1.
The Problem
Page 67
2.
Speculative and Practical Knowledge
Page 71
3.
The Hierarchy of Speculative Knowledge
Page 77
4.
Ultimate Specification
Page 101
5.
Natural Doctrine and Practical Knowledge
Page 120
6.
Specification and Method
Page 127
2.
The Subalternation of the Sciences
Page Chap. III
1.
The Species of Subalternation
Page 152
2.
The Essence of Subalternation
Page 159
3.
Subalternation and Scientia Media
Page 146
4.
Scientia Media and Mathematical Physics
Page 151
B.
Development of the Principles
1.
Antithesis
a.
The Study of Nature
1).
Cosmos and Logos
Page Chap. IV
1.
Movement towards Concretion
Page 165
2.
Thomism and Experience
Page 175
3.
Experience and Certitude
Page 188
4.
Philospohy and Experimental Science
Page 196
5.
The Interrogation of Nature
Page 206
6.
Operationalism
Page 215
7.
Laws and Theories
Page 219
8.
Objective and Subjective Logos
Page 227
2).
Experimental Science and Dialectics
Page Chap. V
1.
The Problem
Page 237
2.
The Nature of Dialectics
Page 240
3.
Dialectics and Experimental Science
Page 251
b.
The Nature of Mathematics
Page Chap. VI
1.
Mathematical Abstraction
Page 260
2.
Mathematics and Existence
Page 270
3.
Mathematics and the Intuitive Imagination
Page 281
4.
Mathematics and the Human Mind
Page 286
2.
Synthesis
a.
The Principle of the Synthesis
1).
Science, Sensibility, and Homogeneity
Page Chap. VII
1.
The Problem
Page 292
2.
The Nature of Sense Cognition
Page 299
3.
Science and Sensibility
Page 312
4.
Science and Homogeneity
Page 317
2).
An Analysis of Measurement
Page Chap. VIII
1.
Science and Measurement
Page 339
2.
The Nature of Measurement
Page 315
3.
The Limitations of Measurement
Page 365
b.
The Results of the Synthesis
1).
The Physico-mathematical world
a).
The Mathematical Transformation of Nature
Page Chap. IX
1.
The Transformation of Natural Science
Page 394
2.
The Transformation of Nature
Page 413
b).
A Shadow World of Symbols
Page Chap. X
1.
The Nature of Symbolism
Page 426
2.
Symbolism and Mathematical Physics
Page 431
3.
A World of Shadows
Page 438
2).
The Real World
a).
Relation between the Physico-mathematical world and the Absolute World Condition
Page Chap. XI
1.
Isomorphism
Page 445
2.
Logical Identity
Page 456
3.
Movement towards Real Identity
Page 459
b).
Objective Subjectivity
Page Chap. XII
1.
Subjectivity and Objectivity
Page 473
2.
Mathematical Physics and Kantianism
Page 482
3.
Conclusion: The Nature of Mathematical Physics
Page Chap. XIII
1.
The Essence of Mathematical Physics
Page 490
2.
The Existence of Mathematical Physics
Page 496
Section Two.
Appendix.
I.
Notes
Page (1)
II.
Bibliography
Page (98)
Edition Notes
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| July 13, 2024 | Edited by MARC Bot | import existing book |
| March 9, 2013 | Created by Alan Aversa | Added new book. |