DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Spherical design
Spherical design
Recommendations for Design Parameters for Central Composite Designs with Restricted Randomization
Split-Plot Designs and Response Surface Designs
Interventions for Controlling Myopia Onset and Progression Report
The Usefulness of Optimal Design for Generating Blocked and Split-Plot Response Surface Experiments Peter Goos
Experiment Design and Analysis Reference
Graphical Tools, Incorporating Cost and Optimizing Central Composite Designs for Split- Plot Response Surface Methodology Experiments
Design and Analysis of Experiments Course Notes for STAT 568
Visual Performance of Center-Distance Multifocal Contact Lenses Fit Using a Myopia Control Paradigm
Fitting Success for Three Multifocal Designs Multicentre Randomised Trial
Spherical Designs and Non-Convex Minimization for Recovery of Sparse Signals on the Sphere∗
Design and Analysis of Response Surface Designs with Restricted Randomization Wayne R
2004/12/31-Sandia Report No. SAND2004-6258, "Guidance On
Nonparametric Regression for Spherical Data
STATISTICAL PLANNING of EXPERIMENTS Seppo Tenitz FOOD-601 Extrusion 2019
Arxiv:1907.13493V3 [Stat.ME] 23 Aug 2020 MOST Grant 107-2115-M-008-010-MY2
Spherical Half-Designs of High Order
A First Course in Experimental Design Notes from Stat 263/363
Design of Experiments
Top View
Optimization of PEG–Salt Aqueous Two-Phase Systems by Design of Experi- Ments
Quadrature on a Sphere
Orthokeratology with Increased Compression Factor (OKIC): Study Design and Preliminary Results
Clinical and Experimental
Arxiv:Quant-Ph/0611002V2 13 May 2007
Construction of Designs on the 2-Sphere
Topics in Advanced Experimental Design Nonclinical Biostatistics Conference
A Computational Framework for Experimental Design in Diffusion MRI Emmanuel Caruyer, Rachid Deriche
Flexible Graphical Assessment of Experimental Designs in R: the Vdg Package
Well Conditioned Spherical Designs for Integration and Interpolation on the Two-Sphere∗
Current Trends in Cancer Nanotheranostics: Metallic, Polymeric, and Lipid-Based Systems
Spherical Designs with Close to the Minimal Number of Points 1
Process/Product Optimization Using Design of Experiments and Response Surface Methodology
Efficient Spherical Designs with Good Geometric Properties
Dissertation Second-Order Sub-Array Cartesian
Lesson 1: Introduction to Design of Experiments
Design and Analysis of Screening Experiments Assuming Effect Sparsity
Optimal Asymptotic Bounds for Spherical Designs