Add to ORKGIn this contribution we deal with the rounding of real numbers to ftoatingpoint numbers. Section 1 introduces the concept of rounding in an abstract setting; thereupon we specialize in Section 2 to rounding to floating-point numbers
Abstract. In this Part II of this paper we first refine the analysis of error-free vector transforma...
International audienceRounding to odd is a non-standard rounding on floating-point numbers. By using...
International audienceFloating-point arithmetic is a very efficient solution to perform computa-tion...
In this contribution we deal with the rounding of real numbers to ftoatingpoint numbers. Section 1 i...
Floating-point numbers have an intuitive meaning when it comes to physics-based numerical computatio...
Une arithmétique sûre et efficace est un élément clé pour exécuter des calculs rapides et sûrs. Le c...
Rounding errors present an inherent problem to all computer programs involving floating-point number...
International audienceStochastic rounding randomly maps a real number to one of the two nearest valu...
In this thesis we investigate arithmetic subroutines and round-off procedures. An error analysis of ...
Abstract. Rounding error analyses of numerical algorithms are most often carried out via repeated ap...
A detailed investigation of three different rounding rules for multiplication and division is presen...
Rounding with multiplier methods : an efficient algorithm and applications in statistics / Gregor Do...
For scientific computations on a digital computer the set of real numbers is usually approximated by...
Une arithmétique sûre et efficace est un élément clé pour exécuter des calculs rapides et sûrs. Le c...
In the context of measurement and of the definition of measurement units, a problem well known in co...
Abstract. In this Part II of this paper we first refine the analysis of error-free vector transforma...
International audienceRounding to odd is a non-standard rounding on floating-point numbers. By using...
International audienceFloating-point arithmetic is a very efficient solution to perform computa-tion...
In this contribution we deal with the rounding of real numbers to ftoatingpoint numbers. Section 1 i...
Floating-point numbers have an intuitive meaning when it comes to physics-based numerical computatio...
Une arithmétique sûre et efficace est un élément clé pour exécuter des calculs rapides et sûrs. Le c...
Rounding errors present an inherent problem to all computer programs involving floating-point number...
International audienceStochastic rounding randomly maps a real number to one of the two nearest valu...
In this thesis we investigate arithmetic subroutines and round-off procedures. An error analysis of ...
Abstract. Rounding error analyses of numerical algorithms are most often carried out via repeated ap...
A detailed investigation of three different rounding rules for multiplication and division is presen...
Rounding with multiplier methods : an efficient algorithm and applications in statistics / Gregor Do...
For scientific computations on a digital computer the set of real numbers is usually approximated by...
Une arithmétique sûre et efficace est un élément clé pour exécuter des calculs rapides et sûrs. Le c...
In the context of measurement and of the definition of measurement units, a problem well known in co...
Abstract. In this Part II of this paper we first refine the analysis of error-free vector transforma...
International audienceRounding to odd is a non-standard rounding on floating-point numbers. By using...
International audienceFloating-point arithmetic is a very efficient solution to perform computa-tion...