countable infinity造句
例句與造句
- This is still infinity, but its not a countable infinity.
- How many universes are there-a countable infinity or an uncountable infinity?
- However, one is a countable infinity, which allows progress towards the infinite " end ".
- Every rotation matrix is produced by a countable infinity of angles, separated by integer multiples of 2?.
- Aristotle responded to these paradoxes by developing the notion of a potential countable infinity, as well as the infinitely divisible continuum.
- It's difficult to find countable infinity in a sentence. 用countable infinity造句挺難的
- This is not only true for countable infinities, but also ( at least under the axiom of choice ) for higher infinities.
- :I don't think there's anything to worry about, and we have a countable infinity of Star Trek and Tolkien stuff.
- As the comments above say, you either have lots of zeros in the set and just a countable infinity of non-zero numbers or the set is a countable set.
- Consider the natural numbers-it's obvious that there are an infinite number of these, and that infinity is \ aleph _ 0, and it's called a countable infinity.
- :For an interesting and non-technical perspective on countable infinities, you might want to look at the article on Hilbert's paradox of the Grand Hotel .-Maelin 12 : 53, 20 August 2006 ( UTC)
- McGee ( 1996 ) provides a precise account of what operations are logical in the sense of Tarski's proposal in terms of expressibility in a language that extends first-order logic by allowing arbitrarily long conjunctions and disjunctions, and quantification over arbitrarily many variables . " Arbitrarily " includes a countable infinity.
- It has been known for decades that even if you start the Hilbert action for gravity, the path integral will give you the entire countable infinity of terms, and these additional terms, if artificially suppressed, will yield a quantum theory of gravity that is either non-renomalizable, or not unitary.
- Conversely, if we accept quantum field theory, the fact that gravity is curvature ( and recall that Cartan showed even Newtonian gravity is curvature see Misner " et al " 1973 ), and locally special relativistic, then we have to accept the countable infinity of terms in the fundamental Lagrangian.
- I shall argue below that a countable infinity of axioms in the form of having a countable infinity of terms in the Lagrangian ( all the invariants that can be formed from the Riemann tensor and all of its covariant derivatives ) allow unitarity to force the finiteness of quantum gravity coupled to the SM of particle physics.
- I shall argue below that a countable infinity of axioms in the form of having a countable infinity of terms in the Lagrangian ( all the invariants that can be formed from the Riemann tensor and all of its covariant derivatives ) allow unitarity to force the finiteness of quantum gravity coupled to the SM of particle physics.