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Unit in the last place

Known as: ULP 
In computer science and numerical analysis, unit in the last place or unit of least precision (ULP) is the spacing between floating-point numbers, i… 
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Related topics

Related topics

15 relations
Computer scienceHalf-precision floating-point formatHaskellISO/IEC 10967

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2015
2015
Linear and Quadratic Interpolators Using Truncated-Matrix Multipliers and Squarers
This paper presents a technique for designing linear and quadratic interpolators for function approximation using truncated… 
2014
2014
Numerical Quality and High Performance In Interval Linear Algebra on Multi-Core Processors. (Algèbre linéaire d'intervalles - Qualité Numérique et Hautes Performances sur Processeurs Multi-Cœurs)
This work aims at determining suitable scopes for several algorithms of interval matrices multiplication.First, we quantify the… 
2010
2010
Unit in The Last Place
2009
2009
Optimized Custom Precision Function Evaluation for Embedded Processors
Fixed-point processors are utilized in an enormous variety of applications, often for tasks that require the evaluation of… 
2007
2007
Elements of Floating-point Arithmetic
2007
2007
A Bit-Width Optimization Methodology for Polynomial-Based Function Evaluation
We present an automated bit-width optimization methodology for polynomial-based hardware function evaluation. Due to the… 
1998
1998
Efficient and reliable methods for rounded-interval arithmetic
1998
1998
Proving the IEEE Correctness of Iterative Floating-Point Square Root , Divide , and Remainder Algorithms
The work presented in this paper was initiated as part of a study on software alternatives to the hardware implementations of… 
1988
1988
Berkeley Elementary Functions Test Suite
A peak power ratio generator is described for measuring, in combination with a conventional power meter, the peak power level of… 
1959
1959
Stability of a Numerical Solution of Differential Equations
In 1926 Milne [1] published a numerical method for the solution of ordinary differential equations. This method turns out to be… 
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