Sentence examples for the amount of arithmetic from inspiring English sources
This reduces the amount of arithmetic operations, memory indexing, and results in higher efficiency.
The first incompleteness theorem tells us that in any consistent formal theory whose theorems are recursively enumerable and which entails a certain (rather limited) amount of arithmetic, there will be an arithmetical sentence such that neither it nor its negation is provable.
In this paper, we propose the embedding of a prediction mechanism into a part of the coding structure of JPEG2000 image compression standard, in order to reduce the amount of bits sent to the arithmetic coder, without any significant changes into the standard architecture and without loosing performance.
In this paper, a new approach has been taken to restructure the adaptive decimation algorithm to a form that includes only small amount of arithmetic operations.
The first incompleteness theorem states that in any consistent formal system F within which a certain amount of arithmetic can be carried out, there are statements of the language of F which can neither be proved nor disproved in F. According to the second incompleteness theorem, such a formal system cannot prove that the system itself is consistent (assuming it is indeed consistent).
Through a careful ("Gödel -) coding of sequences of symbols (formulas, proofs), Gödel showed that in theories T which contain a sufficient amount of arithmetic, it is possible to produce a formula Pr x, y) which "says" that x is (the code of) a proof of (the formula with code) y.
Due to the presence of very abundant proteins the arithmetic mean of the amount of copies per cell is around 3648 whereas the median copy number is only 526.
Moreover, the Tω arithmetic provides more credible (or conservative) information/results with regard to the amount of fuzziness in the 300 mm manufacturing processing model.
"Military Arithmetic" (editorial, June 8) makes a tired argument: that "Defense Secretary Donald Rumsfeld and the Pentagon disastrously underestimated the number of troops and the amount of time it would take to secure" Iraq and Afghanistan.
The amount of required research.
