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  1. Starting and Stopping.C. L. Hamblin - 1969 - The Monist 53 (3):410-425.
    At 8 a.m. I get in my car and set off for work. At 7:59 a.m., before I started it, my car was at rest; at 8:01 a.m. it is in motion. When a thing is not in motion, it is at rest, and when it is not at rest, it is in motion. But what was the state of the car at 8:00 a.m., as I was starting it? It would be inaccurate to say that it was in motion (...)
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  • Zeno's `Achilles': A reply to John McKie.S. M. Corbett - 1988 - Philosophy and Phenomenological Research 49 (2):325-331.
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  • Physics.Daniel W. Aristotle & Graham - 2018 - Hackett Publishing Company.
    The _Physics_ is a foundational work of western philosophy, and the crucial one for understanding Aristotle's views on matter, form, essence, causation, movement, space, and time. This richly annotated, scrupulously accurate, and consistent translation makes it available to a contemporary English reader as no other does—in part because it fits together seamlessly with other closely associated works in the New Hackett Aristotle series, such as the _Metaphysics_, _De Anima_, and forthcoming _De Caelo_ and _On Coming to Be and Passing Away_. (...)
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  • The History of the Calculus and Its Conceptual Development: (The Concepts of the Calculus).Carl B. Boyer - 1949 - Courier Corporation.
    Traces the development of the integral and the differential calculus and related theories since ancient times.
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  • Zeno’s Paradoxes.Wesley Charles Salmon (ed.) - 1970 - Indianapolis, IN, USA: Bobbs-Merrill.
    ABNER SHIMONY of the Paradox A PHILOSOPHICAL PUPPET PLAY Dramatis personae: Zeno , Pupil, Lion Scene: The school of Zeno at Elea. Pup. Master! ...
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  • In Defense of the Existence of States of Motion.Michael Tooley - 1988 - Philosophical Topics 16 (1):225-254.
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  • In Defense of the Existence of States of Motion.Michael Tooley - 1988 - Philosophical Topics 16 (1):225-254.
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  • Zeno's paradoxes and temporal becoming in dialectical atomism.Hristo Smolenov - 1984 - Studia Logica 43 (1-2):169 - 180.
    The homogeneity of time (i.e. the fact that there are no privileged moments) underlies a fundamental symmetry relating to the energy conservation law. On the other hand the obvious asymmetry between past and future, expressed by the metaphor of the arrow of time or flow of time accounts for the irreversibility of what happens. One takes this for granted but the conceptual tension it creates against the background of time''s presumed homogeneity calls for an explanation of temporal becoming. Here, it (...)
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  • Space, Time and Motion: A Philosophical Introduction.Peter Smith & Wesley C. Salmon - 1976 - Philosophical Quarterly 26 (105):371.
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  • The Principles of Mathematics. [REVIEW]E. N. - 1938 - Journal of Philosophy 35 (7):191-192.
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  • In contradiction: a study of the transconsistent.Graham Priest - 1987 - New York: Oxford University Press.
    In Contradiction advocates and defends the view that there are true contradictions, a view that flies in the face of orthodoxy in Western philosophy since Aristotle. The book has been at the center of the controversies surrounding dialetheism ever since its first publication in 1987. This second edition of the book substantially expands upon the original in various ways, and also contains the author’s reflections on developments over the last two decades. Further aspects of dialetheism are discussed in the companion (...)
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  • Towards a definitive solution of Zeno's paradoxes.Fazal Ahmad Shamsi - 1973 - Karachi: Hamdard Academy.
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  • Motion and Objective Contradictions.Clark Butler - 1981 - American Philosophical Quarterly 18 (2):131 - 139.
    This article denies that Hegel upheld the objective truth of any contradictory statements. Yet he did admit objective contradictions in the sense of intersubjectively held contradictory beliefs at the basis of some institutions, most famously lordship and bondage. He also shared the belief of Zeno, the inventor of dialectic, that continuous motion is self-contradictory but is an objective contradiction more widely shared by all institutions presupposing continuants (people and ordinary things).
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  • Aristotle on time.Gwilym El Owen - 1976 - In Peter K. Machamer & Robert G. Turnbull (eds.), Motion and Time, Space and Matter. Ohio State University Press. pp. 3-27.
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  • Dividing by zero.R. Schock - 1982 - Logique Et Analyse 25 (98):213.
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  • The Principles of Mathematics, 2nd Ed.B. Russell - 1953 - Tijdschrift Voor Filosofie 15 (2):333-334.
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