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NLS
(redirected from Nonlinear least squares)

    Also found in: Encyclopedia, Wikipedia 0.01 sec.
AcronymDefinition
NLSNative Language Support
NLSNational Longitudinal Surveys
NLSNational Library of Scotland
NLSNational Language Support (extended characters)
NLSNuclear Localization Signal (medicine; nuclear transport)
NLSNational Library Service
NLSNational Library Service for the Blind and Physically Handicapped
NLSNational Literacy Strategy
NLSoNLine System
NLSNonlinear Least Squares
NLSNonlinear Schrödinger
NLSNoxious Liquid Substances
NLSNational Leadership Seminar (Boy Scouts of America)
NLSNational Lifeguard Service (Canada)
NLSNatural Language Support
NLSNational Launch System
NLSNetwork License Server
NLSNeu-Laxova Syndrome (genetic disorder)
NLSNeu-Laxova Syndrome
NLSNassau Library System
NLSNatural Language System
NLSNew Launch System
NLSNormed Linear Spaces
NLSNational Land Service
NLSNoise Line State (Cisco)
NLSNovell Licensing System
NLSNew Life Singers (Marietta, Georgia)
NLSNoise Like Signals
NLSNative Lan Service
NLSNew Level Safety (Dartford, UK)
NLSNo Line of Sight
NLSNetwork Lifecycle Services (IDC)
NLSNational Linen Service Corporation
NLSNational Local Service
NLSNon-Linear Suppression (Nortel)
NLSNext Line and Set prediction
NLSNeville Lovett School (UK)
NLSNone Left Standing (band)


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? References in periodicals archive
In principle, the parameters of the LSTAR can be estimated by applying nonlinear least squares, which is equivalent to the maximum likelihood estimation when the errors are normal and independent.
Estimating asymmetric output cost of lowering inflation for Australia by Huh, Hyeon-seung / Southern Economic Journal
a nonlinear least squares fitting algorithm that adjusts model parameters to determine the best match, as judged by minimizing the sum of squares of residuals.
NEW FITTING ALGORITHM FOR SHAPE-SENSITIVE LINEWIDTH METROLOGY by Journal of Research of the National Institute of Standards and Technology
8) Because of overidentification and nonlinear restrictions present in equation (2) we adopt nonlinear least squares (Gauss-Newton) estimation.
Dynamic competition and price adjustments by Feinberg, Robert M. / Southern Economic Journal
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