By John Losee
Designed for first-time readers of the topic, this stimulating creation bargains a ancient exposition of differing perspectives at the philosophy of technological know-how. With concise profiles featuring the main philosophers whose contributions are mentioned during this e-book, Losee explores the long-argued questions raised by way of philosophers and scientists concerning the right assessment of technological know-how.
This new version accommodates modern advancements within the self-discipline, together with fresh paintings on theory-appraisal, experimental perform, the talk over medical realism, and the philosophy of biology. Taking a balanced and informative process, this paintings is the suitable introductory quantity.
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Extra info for A Historical Introduction to the Philosophy of Science
1 † Archimedes used the method of exhaustion to prove that the area of a circle is equal to the area of a right triangle whose base is the radius of the circle and whose altitude is its circumference. 2 See diagram at the bottom of page . the ideal of deductive systematization truths was consistent with the Pythagorean approach to natural philosophy as well. The committed Pythagorean believes that there exist in nature mathematical relations that can be discovered by reason. From this standpoint, it is natural to insist that the starting-points of deductive systematization be those mathematical relations which have been found to underlie phenomena.
The ratio of the squares of the periods of any two planets is directly proportional to the ratio of the cubes of their mean distances from the sun. Kepler’s discovery of the Third Law is a striking application of Pythagorean principles. He was convinced that there must be a mathematical correlation between planetary distances and orbital velocities. He discovered the Third Law only after having tried a number of possible algebraic relations. The committed Pythagorean believes that if a mathematical relation ﬁts phenomena, this can hardly be a coincidence.
Galileo’s approach to the problem of evaluating interpretations in science may be represented in the diagram on page . Galileo established the circumference of the larger circle by restricting the subject-matter of physics to statements about primary qualities. One consequence of Galileo’s demarcation of physics is that the motions of bodies are described with respect to a system of coordinates in space. Galileo replaced Aristotle’s qualitatively diﬀerentiated space by a quantitatively diﬀerentiated geometrical space.