Floating-point arithmetic

Results: 1057



#Item
911Software / Computer arithmetic / SQL / Cross-platform software / Null / Oracle Corporation / Oracle Database / Floating point / IEEE 754-2008 / Computing / Data management / Relational database management systems

Oracle 11g/10g for Developers: What You Need to Know Session S300195 John Jay King King Training Resources [removed]

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Source URL: www.kingtraining.com

Language: English - Date: 2008-12-28 17:07:45
912Mathematical analysis / Data types / Arithmetic / Floating point / Number / Rounding / Pi / Condition number / Computer / Mathematics / Computer arithmetic / Numerical analysis

Where Numerics Matter… How Computer Arithmetic Can Lead You Astray By David Sayers, PhD and John Morrissey, PhD, Numerical Algorithms Group Even the most powerful computers can and will lead those who do not understand

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Source URL: www.nag.co.uk

Language: English - Date: 2011-03-16 23:03:38
913Binary operations / Numbers / Computer arithmetic / Logarithms / Addition / Subtraction / Floating point / Fraction / 24 Game / Mathematics / Elementary arithmetic / Abstract algebra

LITCHFIELD PUBLIC SCHOOLS Core Curriculum Scope and Sequence Math/Grade 1 Algebraic Reasoning: Patterns and Functions Patterns and functional relationships can be represented and analyzed using a variety of strategies, t

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Source URL: www.litchfieldschools.org

Language: English - Date: 2011-09-09 14:16:33
914Arithmetic / Binary operations / Addition / Number / Fraction / Multiplication / Subtraction / Measurement / Floating point / Mathematics / Elementary arithmetic / Abstract algebra

High School Mathematics Progress Monitoring Standard 1: Number Sense Counting and quantity Demonstrates awareness of the presence of objects Shows displeasure when a desirable object is removed Shows pleasure when a desi

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Source URL: www.doe.in.gov

Language: English - Date: 2011-09-22 08:00:25
915Computing / Floating point / Rounding / NaN / Single-precision floating-point format / Denormal number / Machine epsilon / Precision / Decimal floating point / Computer arithmetic / Mathematics / Numbers

An Introduction to the Quality of Computed Solutions

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Source URL: www.nag.co.uk

Language: English - Date: 2011-03-16 23:03:39
916Computer arithmetic / Floating point / Numeral system / Number / Positional notation / Elementary arithmetic / Common Core State Standards Initiative / Mathematics / Mathematical notation / Notation

Microsoft Word - CommonCoreStandards.doc

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Source URL: www.zigsite.com

Language: English - Date: 2013-03-12 16:43:58
917Addition / Subtraction / 24 Game / Multiplication / Number / Floating point / Fraction / Mathematics / Elementary arithmetic / Binary operations

LITCHFIELD PUBLIC SCHOOLS Core Curriculum Scope and Sequence Math/Grade 3 Algebraic Reasoning: Patterns and Functions Patterns and functional relationships can be represented and analyzed using a variety of strategies, t

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Source URL: www.litchfieldschools.org

Language: English - Date: 2011-09-09 14:16:33
918Software / Mathematical analysis / MPFR / Arbitrary-precision arithmetic / Floating point / GNU Multiple Precision Arithmetic Library / Gamma function / ARB / Complex number / Computer arithmetic / Numerical software / Computing

Arb: a C library for ball arithmetic Fredrik Johansson RISC-Linz ISSAC 2013

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Source URL: fredrikj.net

Language: English - Date: 2013-07-11 14:09:02
919Applied mathematics / Numbers / Data types / Arithmetic / Numerical software / Floating point / Arbitrary-precision arithmetic / Interval arithmetic / GNU Multiple Precision Arithmetic Library / Computer arithmetic / Mathematics / Numerical analysis

Fast, rigorous arbitrary-precision numerics with ball arithmetic Fredrik Johansson Research Institute for Symbolic Computation, Johannes Kepler University Linz Supported by Austrian Science Fund (FWF) grant Y464-N18

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Source URL: fredrikj.net

Language: English - Date: 2013-03-14 11:53:29
920Mathematics / Rounding / Floating point / IEEE 754 revision / MPFR / IEEE 754-2008 / Unit in the last place / William Kahan / Precision / Computer arithmetic / Computing / Numbers

Why transcendentals and arbitrary precision? Paul Zimmermann, December 15th, 2005 Why transcendentals and arbitrary precision? IEEE 754 Revision Committee, December 15th, 2005

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Source URL: www.loria.fr

Language: English - Date: 2005-12-15 11:53:25
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