Skip to main content

Ctrl+K

What’s new?
Getting started
Tutorials
API reference
Project
- Ask a question

GitHub

What’s new?
Getting started
Tutorials
API reference
Project
Ask a question

GitHub

Section Navigation

Dimension
- Space
- combine_spaces
Data
Param
Func
PDF
- Gauss
- Exponential
- CrystalBall
- DoubleCB
- GeneralizedCB
- GaussExpTail
- GeneralizedGaussExpTail
- Uniform
- Cauchy
- Voigt
- TruncatedGauss
- BifurGauss
- Poisson
- LogNormal
- QGauss
- ChiSquared
- StudentT
- Gamma
- JohnsonSU
- GeneralizedGauss
- HistogramPDF
- BinwiseScaleModifier
- BinnedFromUnbinnedPDF
- SplineMorphingPDF
- BinnedSumPDF
- SplinePDF
- UnbinnedFromBinnedPDF
- Bernstein
- Chebyshev
- Legendre
- Chebyshev2
- Hermite
- Laguerre
- RecursivePolynomial
- KDE1DimExact
- KDE1DimGrid
- KDE1DimFFT
- KDE1DimISJ
- GaussianKDE1DimV1
- ProductPDF
- SumPDF
- FFTConvPDFV1
- ConditionalPDFV1
- TruncatedPDF
- BasePDF
- ZPDF
- SimplePDF
- SimpleFunctorPDF
- WrapDistribution
- BaseFunctor
- Argus
- RelativisticBreitWigner
- CMSShape
- Cruijff
- ErfExp
- Novosibirsk
- Tsallis
Sample
- poisson
Loss
Constraint
Minimize
Result
- FitResult
- compute_errors
Settings
HS3 serialization
- dumps
- loads
- dump
- load
Exception
Run config
Plot
- plot_model_pdfV1
- plot_sumpdf_components_pdfV1

API reference
Minimize
Minimizers
NLoptTruncNewtonV1

NLoptTruncNewtonV1#

zfit.minimize.NLoptTruncNewtonV1#: alias of NLoptTruncNewton

previous

NLoptLBFGSV1

next

NLoptSLSQPV1

On this page

NLoptTruncNewtonV1

© Copyright 2024, zfit.

Created using Sphinx 8.1.3.

Built with the PyData Sphinx Theme 0.16.0.