This paper explains a correction to the rounding rule previously publishedin this Journal. The earlier article reported that the best way to roundnumbers is to always round up when the first digit dropped is 5. However,this will lead to accumulation of error when errors are averaged. Arounding strategy that leads to less error is to round up when 5 isfollowed by any nonzero digits, but to round even when 5 is followed byzeros or no other digits. By rounding the last kept digit to an evennumber, half the time the digit is increased and half the time it is keptthe same so that errors tend to cancel when averaged
summary:The article examines the influence of rounding-off necessarily made by calculators and compu...
If rounded data are used in estimating moments and regression coefficients, the estimates are typica...
International audienceWhen a floating-point computation is done, it is most of the time incorrect. T...
A detailed investigation of three different rounding rules for multiplication and division is presen...
In the presented work, we are introduced to the problem of rounding. In the process of numerous huma...
International audienceWe explicit the link between the computer arithmetic problem of providing corr...
One common modification to the Angoff standard-setting method is to have panelists round their ratin...
Data such as income are frequently rounded. Rounding may be done to protect the confidentiality of r...
Due to the limited number of bits in floating-point or fixed-point arithmetic, rounding is a necessa...
International audienceMany general purpose processors (including Intel's) may not always produce the...
All arithmetic operations can be decomposed into an infinitely accurate calculation and a subsequent...
This text briefly presents the current state of our work on correctly rounded transcendentals, and e...
Thesis (Ph.D.)--University of Washington, 2021Computer number systems are one of the most fundamenta...
This article determines the effect of rounding (pointing-off) of grade percentages to the nearest wh...
Methods of controlling round-off error in one-step methods in the numerical solution of ordinary dif...
summary:The article examines the influence of rounding-off necessarily made by calculators and compu...
If rounded data are used in estimating moments and regression coefficients, the estimates are typica...
International audienceWhen a floating-point computation is done, it is most of the time incorrect. T...
A detailed investigation of three different rounding rules for multiplication and division is presen...
In the presented work, we are introduced to the problem of rounding. In the process of numerous huma...
International audienceWe explicit the link between the computer arithmetic problem of providing corr...
One common modification to the Angoff standard-setting method is to have panelists round their ratin...
Data such as income are frequently rounded. Rounding may be done to protect the confidentiality of r...
Due to the limited number of bits in floating-point or fixed-point arithmetic, rounding is a necessa...
International audienceMany general purpose processors (including Intel's) may not always produce the...
All arithmetic operations can be decomposed into an infinitely accurate calculation and a subsequent...
This text briefly presents the current state of our work on correctly rounded transcendentals, and e...
Thesis (Ph.D.)--University of Washington, 2021Computer number systems are one of the most fundamenta...
This article determines the effect of rounding (pointing-off) of grade percentages to the nearest wh...
Methods of controlling round-off error in one-step methods in the numerical solution of ordinary dif...
summary:The article examines the influence of rounding-off necessarily made by calculators and compu...
If rounded data are used in estimating moments and regression coefficients, the estimates are typica...
International audienceWhen a floating-point computation is done, it is most of the time incorrect. T...