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Übersetzung für 'curve fitting' von Englisch nach Deutsch

curve fitting

Angleichung {f} einer Kurve

Curve Fitting {n} [Einpassung einer Kurve in Punktwolken]math.

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curve-fitting

Kurvenanpassung {f}

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curve fitting (process)

Kurvenangleichung {f}

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receiver-operating characteristic / characteristics curve <ROC curve>

ROC-Kurve {f} [z. B. Medizinstatistik]stat.

Grenzwertoptimierungs­kurve {f} [ROC-Kurve]stat.

maximal expiratory flow-volume curve <MEFV curve>

maximale exspiratorische Fluss-Volumen-Kurve {f} <MEFV-Kurve>med.

thermal deathtime / death-time curve <TDT curve>

Abtötungs­-Temperatur-Kurve {f}biochem.

stress-cycle curve <S-N curve>

Wöhlerkurve {f}material

thermal death-time curve <TDT curve>

TDT-Kurve {f} [Abtötungs­-Temperatur-Kurve]biochem.

fitting {adj}

recht [passend]

gebührend

fitting {adj} {pres-p}

passend

fitting

Formstück {n} [Anlagenbau]ind.

Anschlussstück {n}tech.

Einbau {m} [eingebautes Teil]

Anpassung {f}

Muffe {f}tech.

Fitting {n} [ugs. auch {m}]tech.

drain fitting

Abflussarmatur {f}

fitting exactly {adv}

passgenau

well-fitting {adj}

gut passend

ill-fitting {adj}

schlecht passend

tightly fitting {adj}

eng anliegendcloth.

• Curve Fitting {n} [Einpassung einer Kurve in Punktwolken] = curve fitting
• Fitting {n} [ugs. auch {m}] = fitting
• Fitting {n} mit Pressverbindung = swaged socket fitting

• In the field of Bayesian analysis and curve fitting, this is often referred to as the kernel.
• In curve fitting problems, the constraint that the interpolant has to go exactly through the data points is relaxed.
• In mathematics, linear interpolation is a method of curve fitting using linear polynomials to construct new data points within the range of a discrete set of known data points.
• A number of mathematical methods are available, but the process typically involves identifying several sample "ground control points" with known locations on the image and the ground, then using curve fitting techniques to generate a parametric (or piecewise parametric) formula to transform the rest of the image.
• Its main use is in curve-fitting wavefronts with Cartesian polynomials or Zernike polynomials.

• A standard example of model selection is that of curve fitting, where, given a set of points and other background knowledge (e.g. ...
• However, several open source software packages are also available: GenX is a commonly used open source X-ray reflectivity curve fitting software.
• Lossless codecs use curve fitting or linear prediction as a basis for estimating the signal.
• ... observation and mathematical curve fitting). One major reference used by American planners is the "Highway Capacity Manual", published by the Transportation Research Board, which is part of the United States National Academy of Sciences.
• The smooth portions of a curve are then approximated with a Bézier curve fitting procedure.

• The authors concluded that curve-fitting techniques, such as Campbell's, tended to underestimate ultimate recoverable reserves.
• Curve-fitting compaction is data compaction accomplished by replacing data to be stored or transmitted with an analytical expression.
• These minimization problems arise especially in least squares curve fitting.
• Thus, several approaches to defining these equations exist, with some the result of curve-fitting experimental data and others based on a particular rheological model.
• Splines are popular curves in these subfields because of the simplicity of their construction, their ease and accuracy of evaluation, and their capacity to approximate complex shapes through curve fitting and interactive curve design.

• B-splines can be used for curve-fitting and numerical differentiation of experimental data.
• Chemical Kinetics is frequently validated and explored through modeling in specialized packages as a function of ordinary differential equation-solving (ODE-solving) and curve-fitting.
• The Jacobian serves as a linearized design matrix in statistical regression and curve fitting; see non-linear least squares.
• In statistics the mean squared prediction error or mean squared error of the predictions of a smoothing or curve fitting procedure is the expected value of the squared difference between the fitted values implied by the predictive function [...] and the values of the (unobservable) function "g".