'Direct product' diaporamas de présentation

XI. Estimation of linear model parameters

XI. Estimation of linear model parameters. XI.A Linear models for designed experiments XI.B Least squares estimation of the expectation parameters in simple linear models XI.C Generalized least squares (GLS) estimation of the expectation parameters in general linear models

1.58k views • 130 slides

XI. Estimation of linear model parameters

XI. Estimation of linear model parameters. XI.A Linear models for designed experiments XI.B Least squares estimation of the expectation parameters in simple linear models XI.C Generalized least squares (GLS) estimation of the expectation parameters in general linear models

1.54k views • 130 slides

XI. Estimation of linear model parameters

XI. Estimation of linear model parameters. XI.A Linear models for designed experiments XI.B Least squares estimation of the expectation parameters in simple linear models XI.C Generalized least squares (GLS) estimation of the expectation parameters in general linear models

1.62k views • 130 slides

XI. Estimation of linear model parameters

XI. Estimation of linear model parameters. XI.A Linear models for designed experiments XI.B Least squares estimation of the expectation parameters in simple linear models XI.C Generalized least squares (GLS) estimation of the expectation parameters in general linear models

1.31k views • 130 slides

Product Management

Product Management. Marketing mix and product management. At the end of this module the learning actuates are. What is a product? Various levels of product. How products are classified? What is the concept of product life cycle?. Marketing mix and product management. Suggested readings.

898 views • 32 slides

Lagrangian formulation of Higher Spin Theories on AdS Space

Lagrangian formulation of Higher Spin Theories on AdS Space. Kamal L. Panigrahi Based on hep-th/0607248 In collaboration with A. Fotopoulos, and M. Tsulaia. PLAN of this talk Motivation Tensionless limit and bosonic string triplet Massless fields on flat space time (a simple example)

443 views • 32 slides

Competence-based knowledge structures for personalised learning

515 views • 23 slides

Total Quality Management

1.43k views • 23 slides

COUNTEREXAMPLES to Hardness Amplification beyond negligible

312 views • 23 slides

Andreas Huyssen

425 views • 20 slides

Supersymmetry (SUSY)

Supersymmetry (SUSY). Lecture 2 (Theory Part 1). TexPoint fonts used in EMF. Read the TexPoint manual before you delete this box.: A A A A. Literature. Stockinger , - SUSY skript , http://iktp.tu-dresden.de/Lehre/SS2010/SUSY/inhalt/SUSYSkript2010.pdf

899 views • 19 slides

Tensors

Tensors. A general transformation can be expressed as a matrix. Partial derivatives between two systems Jacobian N ? N real matrix Element of the general linear group Gl ( N , r ) Cartesian coordinate transformations have an additional symmetry.

1.54k views • 9 slides

Direct product: e.g. B 1 B 2 = (1 -1 1 -1) (1 -1 -1 1) = (1 1 -1 -1) = A 2

Direct product: e.g. B 1 B 2 = (1 -1 1 -1) (1 -1 -1 1) = (1 1 -1 -1) = A 2. Two-dimensional representations. Constructing molecular orbital diagrams. A 1. B 2. B 1. Only atoms left in place need to be considered. Vectors left unchanged contribute 1 to the character

142 views • 6 slides