How To Use Continued fraction In A Sentence
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However he also worked on differential equations, matrices and other topics in algebra, continued fractions, geometry and number theory.
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Doeblin also contributed to the theory of random chains with complete connection, some of which was used in a paper by him on ergodic properties of continued fractions.
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In 1851 he published results on transcendental numbers removing the dependence on continued fractions.
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The fractional form that we have derived is called the continued fraction.
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Is it the numerator of a Bernoullian number, or one occurring in some continued fraction?
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In [[algebra]], the '' 'continuant' '' of a sequence of terms is an algebraic expression which has applications in [[generalized continued fraction]] s and as the determinant of a
Citizendium, the Citizens' Compendium - Recent changes [en]
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He made substantial contributions to the analytical theory of numbers and worked on elliptic functions, continued fractions, and infinite series.
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Continuing his mathematical work Ramanujan studied continued fractions and divergent series in 1908.
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It also contains continued fractions, quadratic equations, sums of power series and a table of sines.
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Brouncker's mathematical achievements includes work on continued fractions and calculating logarithms by infinite series.
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The EM response function from a conducting (both electric and magnetic) sphere in a dipole field is calculated by using the continued fraction technique, and the resultant data and diagram are given.
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His first notebook was on hypergeometric series, continued fractions, singular moduli, and many branches of number theory.
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A new continued fraction form of the mapping function deduced from the generator function method is applied into both the atmospheric delay and the astronomical refraction.
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In the continued fraction of the square root of an integer the same denominators recur periodically.
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Write down the whole part as the next component of the continued fraction and invert the part after the decimal point.
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It deals with the development into a continued fraction of the generating function of a sequence satisfying a difference equation.
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The whole number part starts off your list of numbers for the continued fraction.
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A more sophisticated student may surmise that, as the parents are replaced by their parents, the binary encoding and continued fractions come into the play.
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He found square roots of numbers by use of an infinite series leading to an early investigation into continued fractions.
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Find the 2 roots and a continued fraction for a root of these quadratic equations.
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There is also a simple way to find the reciprocal of a continued fraction.
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What about those integers in the continued fraction forms of the powers?
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The EM response function from a conducting (both electric and magnetic) sphere in a dipole field is calculated by using the continued fraction technique, and the resultant data and diagram are given.
