Quentin Smith on Infinity and the past

@article{Eells1988QuentinSO,  title={Quentin Smith on Infinity and the past},  author={Ellery Eells},  journal={Philosophy of Science},  year={1988},  volume={55},  pages={453 - 455},  url={https://api.semanticscholar.org/CorpusID:170752843}}
In a recent commendable article, Quentin Smith (1987) exposes fatal flaws in several recent attempts to demonstrate that it is logically impossible for the past to be infinite. However, his analysis of one of these flawed arguments--involving an interesting version of Russell's "Tristram Shandy paradox"--is off the mark, as I show in this paper. 
4 Citations

4 Citations

Arguing about Gods: Frontmatter

In this book, Graham Oppy examines contemporary arguments for and against the existence of God. He shows that none of these arguments is powerful enough to change the minds of reasonable participants

Cosmological Arguments

: This Element discusses the structure, content, and evaluation of cosmological arguments. The introductory section investigates features essential to cosmological arguments. Traditionally,

Eight journals over eight decades: a computational topic-modeling approach to contemporary philosophy of science

This work investigates contemporary philosophy of science by means of computational text-mining approaches: it applies topic-modeling algorithms to eight major philosophy ofScience journals, from the 1930s up until 2017, and identifies 25 research themes and 8 thematic clusters that show how the research agenda of the philosophy ofscience has changed in its content over the course of the last eight decades.

Title word cross-reference

This bibliography summarizes the TEX User Group TEXniques series, special publications about the use of TEX and METAFONT. Title word cross-reference Approximate [Gol88]. Art [Wit88]. Between [Far88].

5 References

Infinity and the past

Several contemporary philosophers, like G. J. Whitrow, argue that it is logically impossible for the past to be infinite, and offer several arguments in support of this thesis. I believe their

The Principles of Mathematics

THE appearance of a book addressed equally to mathematicians and to philosophers, setting forth alt the assistance which philosophy can afford in the shape of material for mathematics to work with,

Related Papers

Showing 1 through 3 of 0 Related Papers