using a finite-precision vs and using the rounding rule

The phrases are not directly comparable as they convey different concepts. 'Using a finite-precision' refers to the limitation of the number of digits used to represent a value, while 'using the rounding rule' implies the method of approximating a number to a certain precision. Both phrases are correct in their respective contexts.

Last updated: March 17, 2024 • 673 views

using a finite-precision

This phrase is correct and commonly used in the context of numerical computations to refer to the limitation of the number of digits used to represent a value.

This phrase is used when discussing numerical computations or algorithms that involve representing numbers with a limited number of digits for precision.

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Using a finite-precision arithmetic implementation of a sequential search through the polyhedral partition might result in an error when selecting a region.
The effect of using a finite precision number system is that rounding will often occur in order to represent values. Whilst the error introduced by the rounding of ...
resents the finite precision errors in the whole calculation. Using a finite precision error analysis similar to the one in [24,. Sec.17.2] we can obtain the following ...
we show that the set of timed-traces of a dense timed-automaton observed using a finite precision digital-clock is regular, i.e., can be represented using a finite ...

and using the rounding rule

This phrase is correct and commonly used when referring to the method of approximating a number to a certain precision by applying a rounding rule.

This phrase is used in the context of numerical calculations or data analysis to describe the process of rounding numbers to a specified level of precision.

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using a finite-precision vs and using the rounding rule