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Numerically Stable Real Number Codes Based on Random Matrices Fishing Chen and Jack Angara Computer Science Department, University of Tennessee, Knoxville, 1122 Volunteer Blvd., Knoxville, TN 379963450,
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A numerically stable real number is a number that can be represented accurately in computer systems, without loss of precision or introducing errors due to rounding.
Any individual or organization dealing with computations that require high precision and accuracy may be required to file numerically stable real numbers.
Numerically stable real numbers can be filled out by using specialized software or programming languages that support high precision arithmetic.
The purpose of numerically stable real numbers is to ensure that computations are accurate and reliable, without introducing errors due to limited precision in computer systems.
The information reported on numerically stable real numbers typically includes the calculated values, the method used for computation, and any relevant assumptions or constraints.
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