arbitrary precision การใช้

• Python has extensive built-in support for arbitrary precision arithmetic.
• It also supported full arbitrary precision BCD arithmetic on strings.
• In principle, progressively narrower cylinders can be used to find the centroid to arbitrary precision.
• Numerous algorithms have been developed to efficiently perform arithmetic operations on numbers stored with arbitrary precision.
• This means that an RBF network with enough hidden neurons can approximate any continuous function with arbitrary precision.
• The Fraction type in module fractions ( since version 2.6 ) provides arbitrary precision for rational numbers.
• By stopping once the desired precision is reached, floating-point numbers can be approximated to arbitrary precision.
• A way of performing exactly rounded sums using arbitrary precision is to extend adaptively using multiple floating-point components.
• It supported Integers, Single and Double precision floating point and complex numbers, and both fixed and arbitrary precision strings.
• Unlike other implementations, in the past Kaffe used GNU Multi-Precision Library ( GMP ) to support arbitrary precision arithmetics.
• While bc can work with arbitrary precision, it actually defaults to zero digits after the decimal point, so the expression yields.
• By 1586, B黵gi was able to calculate sines at arbitrary precision, using several algorithms, one of which he called Kunstweg.
• If I measured the earths momentum with arbitrary precision would I find the car's momentum had been transferred to the Earth?
• Contrary to classical mechanics, one can never make simultaneous predictions of conjugate variables, such as position and momentum, to arbitrary precision.
• While Java lacks such a built-in type, the Java library does feature an " arbitrary precision " decimal type.
• A typical approach in experimental mathematics is to use numerical methods and arbitrary precision arithmetic to find an approximate value for an numerical artifact.
• This method is useful for finding the roots of polynomials of high degree to arbitrary precision; it has almost optimal complexity in this setting.
• Another alternative is to use arbitrary precision arithmetic, which in principle need no rounding at all with a cost of much greater computational effort.
• :Get some arbitrary precision functions, there are a bunch . " & ?! 06 : 08, 25 October 2006 ( UTC)
• However, using the ergodic hypothesis, the temperature can still be obtained to arbitrary precision by further averaging the momenta over a long enough time.