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floating point

floating point

floating point Sentence Examples

  • Be aware that floating point arithmetic is not exact; matrices that are theoretically equal are not always numerically equal.

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  • Improvements were made to the boundary cases of floating-point arithmetic.

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  • Each of these gets a chapter, along with a final chapter devoted to floating point arithmetic.

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  • Introduction The basic assembler, as standard, does not have any support for true floating point instructions.

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  • You must either write appropriate software or use a floating point coprocessor.

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  • Decimal Arithmetic Most computers today support binary floating-point in hardware.

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  • floating-point arithmetic in scripts.

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  • floating-point vector.

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  • floating-point arrays are smoothed in one pass.

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  • floating-point exception.

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  • floating-point data format 0 with the numeric storage unit set to 4 bytes.

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  • floating-point value to be rounded to an integer.

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  • Note Value is a double-precision floating-point value that represents the Julian date.

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  • Note The accuracy of this function is limited by the single-precision floating-point accuracy of the machine.

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  • Parameters: value - a double precision floating-point number.

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  • numeric literals containing a decimal point or an exponent sign yield floating point numbers.

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  • Integer Arithmetic By default, Perl assumes that it must do most of its arithmetic in floating point.

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  • For example, consider a floating point pipeline performing a multiplication.

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  • numeric literals containing a decimal point or an exponent sign yield floating point numbers.

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  • trilinear interpolation there are at least 8 floating point operations required for each interpolation evaluation.

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  • It was unusual in that it offered comparatively weak integer performance but very strong floating point performance.

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  • For floating point types, digits is the number of radix digits in the mantissa.

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  • For trilinear interpolation there are at least 8 floating point operations required for each interpolation evaluation.

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  • It was unusual in that it offered comparatively weak integer performance but very strong floating point performance.

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  • This is a measure of the sheer number of floating-point (non-whole-number) mathematical operations it can pull off in a set space of time.

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