Примери за използване на Infinite sequence на Английски и техните преводи на Български
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Let be an infinite sequence with and for all(with).
Per Martin-Löf also contributed significantly to the information theory of infinite sequences.
However, infinite sequence of engines is impossible.
Unlike most other calendars, the Chinese calendar does not count years in an infinite sequence.
Golovanov An infinite sequence is defined by its first.
In mathematics, a limit is a fixed size that approximates to the terms of a suite/infinite sequence of quantities.
Consider infinite sequences of positive reals such that and.
Or that the Chinese calendar does not count the years in an infinite sequence, but rather, in repeating 60 year-cycles?
Suppose is an infinite sequence of integers satisfying the following two conditions:(i) divides for.
In the paper necessary and sufficient conditions are given so thata knight can visit each square exactly once in a single infinite sequence of moves.
Just simply recall the infinite sequence of sentences:(1) I believe this book is red;
It is impossible to decide(using another Turing machine)whether a Turing machine with a given table of instructions will output an infinite sequence of numbers.
It is known that every infinite sequence of letters of begins with one and only one word of.
S 4 a Prove that there exists a sequence of digits such that oreach no matter how we interlace digits,, between and, the infinite sequence thus obtained does not represent the fractional part of a rational number.
Others are increasing infinite sequences, whose elements less than N should be used in reverse order.
In all of the brief examinations it is thus not about a strict“application” of some predetermined set of means of expression- be them derived from psychoanalysis(Preliminary report/Case study),the report(Approximation of infinite sequences) or the educational film(Socio-fiction).
The decimal digits of pi constitute an infinite sequence and"never repeat in a cyclical fashion.".
An infinite sequence of real numbers is said to be bounded if there is a constant such that for every.
For this reason the set of random infinite sequences is independent of the choice of universal machine.
Be an infinite sequence of real numbers satisfying the equation for all, where and are two different positive reals.
Given any real number construct a bounded infinite sequence such that for every pair of distinct nonnegative integers.
Likewise, the notion"simply infinite sequence" or that of the Dedekind"chain" has only relative significance.
In 1929 he published a mathematics paper in which he constructed an infinite sequence of 0's and 1's with no three identical consecutive subsequences of any length.
When π is into ASCII text, somewhere in this infinite sequence of numbers, there can be found the name of every man you ever loved, the date, exact hour and way in which you died, the answers to all the big questions of the Universe.
In 1929[Euwe] published a mathematics paper in which he constructed[sic] an infinite sequence of 0's and 1's with no three identical consecutive sub-sequences of any length.
The universe could then consist of an infinite sequence of finite universes, with each finite universe ending with a Big Crunch that is also the Big Bang of the next universe.
In this manner, an irrational number can give an infinite sequence of notes where each note is a digit in the decimal expression of that number.
This is a principle based on the infinite sequence of numbers discovered in the 13th century by the Italian mathematician Leonardo Fibonacci.
If p≥ 1is a real number, we can consider the space of all infinite sequences(x1, x2, x3,…) of elements in K such that the infinite series∑|xi|p converges.
The second possibility, that there is an infinite sequence of more and more refined theories, is in agreement with all our experience so far.