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Questions tagged [philosophy-of-physics]

If your question is more physics and less philosophy, consider asking it on Physics.SE (possibly with the soft-question tag).

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What's the difference between logical modalities and physical modalities?

I am just wondering what's the difference between the two. I would say that there is something different, but honestly I can't define what it is exactly. What do you think?
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0answers
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Was there an influence of Schellings Naturphilosophie on Einstein?

Darrigol in Electrodynamics from Ampere to Einstein writes: In Germany, a few marginal followers of Schellings Naturphilosophie criticised the general notion of fluids acting at a distance and ...
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0answers
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What is the relationship between Al-Ghazali's Occasionalism, Whitehead's occasions and QM?

In 1993, Karen Harding, a philosopher wrote a paper, Causality then and now: Al-Ghazali and QM. She remarked: In both cases, and contrary to common sense, objects are viewed as having no inherent ...
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0answers
177 views

Philosophy of Quantum Mechanics - Argument explanation

I would be grateful if someone could explain me this argument from Philosophy of Physics in plain English. I'm not sure how Albert arrives at his conclusion and I lack the mathematical skills to ...
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0answers
36 views

What developments prompted Cliffords picture of spacetime?

In 1870, Clifford, the English mathematician and sometime philosopher wrote the following in his book, On the Space theory of Matter; I hold as a fact: That small portions of space are in ...
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0answers
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How to harmonise Empedocles theory of perception

In White Mythologies, in part a disquisition on poetics, Derrida quotes Du Marsais on metaphor: When we speak of the light of the mind, the word light is to be taken metaphorically; for just as ...
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0answers
92 views

considering the line and circle as not just a contrary, but as a extremes on a continuum

Question: In Greek philosophy, it is generally taken that the line and the circle form a contrary. For example in Aristoteles Physics generally takes that motion can be formed out of this contrary, ...
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0answers
43 views

About the advantages of the propensity perspective on probability

I am wandering what are the advantages of the propensity perspective on probability. Why would it be better to explain probability in physics? Except for the fact that it solves various problems of ...
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0answers
64 views

Is mental “substance” quantifiable?

David Chalmers presents different options of idealism to approach the mind-body problem in his article, and his suggestions got me thinking. He presents ways of taking a sort of objective-idealism ...
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0answers
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What is the difference between Lucretians concept of mass and Galileos?

It's generally taken that Galileo established the concept of mass; and usually this is illustrated by the apocrophyl story of two cannon-balls of differing size thrown simultaneously from the top of a ...
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0answers
39 views

Can a priori principles be applied to deduce 'Principal Bundles' as principles in Modern Physics?

Kant supplied a priori arguments for Newtonian Physics in his Metaphysics of Natural Science Has something similar been done for Modern Physics; which in its geometrical intepretation are concieved ...
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0answers
78 views

Mass and Density in De Rerum Natura

Lucretious poem, De Rerum Natura has the following: Again, why see we among objects some Of heavier weight, but of no bulkier size? Indeed, if in a ball of wool there be As much of ...
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0answers
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Does pure Place have Being?

According to Aristotelian physics A vacuum, or void, is a place free of everything, and Aristotle argued against the possibility. Void doesn't seem to be the Parmenidian Non-Being. It still has ...
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48 views

Does this argument by Aristotle show that identity is not fundamental?

Atomism remains the paradigm for physical explanations: There are only atoms and the void within which they move. And the All is made up of their collisions and their combinations. In this picture, ...
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0answers
32 views

Do any contemporary philosophers say “physical” space is ideal, just not the rest of it? Is it possible to?

Do any contemporary philosophers say "physical" space is ideal, just not the rest of it? Is it possible (I guess, consistent) to say that, even? I do not know what space is in physics.