Common statistical errors in logarithmic data of viral load
Background: The mathematical operation of logarithm data follows the rules of logarithm as the numbers relate to specific meanings. The numbers prior to the decimal are the mantissa or the transformed power of 10 and the numbers after the decimal are the
Suthon Vongsheree
doaj
Energy-Efficient Aware and Secure Model for WSN Lifetime Enhancement Using HDASCII-AE and GEK-GRU
In the era of wireless communication, the Wireless Sensor Network (WSN) lifetime improvement has become an active research area. Basically, a set of spatially distributed sensors that can monitor and exchange data with each other is called WSN.
M. J. Rhesa, S. Revathi
doaj +1 more source
From the arithmetic books of the schools of the Italian peninsula we can see complex numbers, different from imaginary ones. A complex number is a number accompanied by a unit of measurement, with submultiples not in decimal relation.
Silvia Cerasaro
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Exploring Posit Multiplication: A Comprehensive Review of Booth and Logarithmic Mantissa Methods
The posit number system represents a significant advancement aimed at replacing the current IEEE floating-point standard in a seamless manner. With its notable dynamic range and gradually tapering precision, a smaller posit can closely match the ...
Thalla Narasimha Swetha +2 more
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A Decimal Multiple-Precision Interval Arithmetic Library
We describe the mechanisms and implementation of a library that define a decimal multiple-precision interval arithmetic. The aim of such a library is to provide guaranteed and accurate results in decimal. This library contains correctly rounded elementary operations and some transcendental functions such as sin, cos or exp.
Graillat, Stef +2 more
openaire +1 more source
MPDI: A Decimal Multiple-Precision Interval Arithmetic Library
We describe the mechanisms and implementation of a library that defines a decimal multiple-precision interval arithmetic. The aim of such a library is to provide guaranteed and accurate results in decimal. This library contains correctly rounded (for decimal arbitrary precision), fast and reliable basic operations and some elementary functions ...
Graillat, Stef +2 more
openaire +1 more source
Why Turing's Computable Numbers Are Only Non-Constructively Closed Under Addition. [PDF]
Edmonds J.
europepmc +1 more source
What is the <i>point</i> of a base system? Denotation, computation and the non-integers. [PDF]
Parkinson-Coombs O, Núñez R.
europepmc +1 more source
The cognitive processing of numerical bases: a review of empirical evidence. [PDF]
Göbel SM, Inglis M, Bahnmueller J.
europepmc +1 more source
From Scores to Steps: Diagnosing and Improving LLM Performance in Evidence-Based Medical Calculations. [PDF]
Wang B +8 more
europepmc +1 more source

