3,520 Result(s)

Chapter

The Plurisubharmonic Dentability and the Analytic Radon-Nikodym Property for Bounded Subsets in Complex Banach Spaces

Let X be a complex Banach space. Following [2], X is said to have the analytic Radon- Nikodym property if every uniformly bounded analytic function from the open unit disk of C with values in X, f: D → X has radi...

Shangquan Bu in Functional Analysis in China (1996)

Chapter

The Legacy of National Socialism

Source:Archive of the Max Planf Society,Berlin:Carbon copy of letter.Orginal stenographicdraft at Churchill College Arxhive,Cambridge,England.

Klaus Hentschel in Physics and National Socialism (1996)

Chapter

Complex Conjugation — Relative to What?

Some initial, technically simple but fundamentally important statements concerning the very origin of the notion of a complex number are formulated in terms of the Clifford (Geometric) algebra generated by vec...

Alexander M. Soiguine in Clifford Algebras with Numeric and Symbolic Computations (1996)

Chapter

Applications of stochastic particle models to oceanographic problems

Three Markovian particle models are reviewed, providing a hierarchy of increasingly detailed descriptions of particle motion and dispersion. Model 1 assumes that the scales of turbulent motion are infinitesima...

Annalisa Griffa in Stochastic Modelling in Physical Oceanography (1996)

Chapter

Linear control plants in a resolution space

Various facts about causal operators defined on Hilbert spaces and their extensions endowed with time structure were considered in Chapter 3. This provides us with tools permitting to give rich in content sett...

A. Cheremensky, V. Fomin in Operator Approach to Linear Control Systems (1996)

Chapter and Conference Paper

From Verbal Data to Practical Knowledge

It is one of the central tasks of the social sciences and humanities to show ways and means of creatively processing complex problems in our society. Such problems are generally unstructured and difficult to d...

Josef Zelger in From Data to Knowledge (1996)

Chapter

Linear Continuous Functionals and Dual Spaces

In this chapter, we continue our study of Banach and Hilbert spaces. Here, we mainly consider linear functionals, i.e., additive, homogeneous, and continuous number functions given on such spaces. The problems...

Yuri M. Berezansky, Zinovij G. Sheftel, Georgij F. Us in Functional Analysis (1996)

Chapter

Function Spaces and Fading Memory

Functional analysis is a powerful tool which has been extensively used in problems arising in continuum mechanics. However, the use of functional analytic methods requires that an a priori choice be made of the f...

G. Fichera in Nonlinear Effects in Fluids and Solids (1996)

Chapter

Piezoelectrics

Piezoelectricity is defined as an electric polarization that is produced by mechanical strain (due to pressure) in crystals of certain class, like quartz. A closely related but totally different phenomenon is ...

Prem K. Kythe in Fundamental Solutions for Differential Operators and Applications (1996)

Chapter

Integrable Hamiltonian systems on affine Poisson varieties

In this chapter we give the basic definitions and properties of integrable Hamiltonian systems on affine Poisson varieties and their morphisms. In Section 2 we define the notion of a Poisson bracket (or Poisso...

Pol Vanhaecke in Integrable Systems in the realm of Algebraic Geometry (1996)

Chapter

Three-dimensional polytopes

Jürgen Richter-Gebert in Realization Spaces of Polytopes (1996)

Chapter

Bessel Process of Order 1/2

Andrei N. Borodin, Paavo Salminen in Handbook of Brownian Motion — Facts and Formulae (1996)

Chapter

Learning Possibilistic Networks from Data

We introduce a method for inducing the structure of (causal) possibilistic networks from databases of sample cases. In comparison to the construction of Bayesian belief networks, the proposed framework has some a...

Jörg Gebhardt, Rudolf Kruse in Learning from Data (1996)

Chapter and Conference Paper

A Generalized Feynman-Kac Formula for the Stochastic Heat Problem with Anticipating Initial Conditions

Using White Noise Analysis, we construct a Feynman-Kac formula for the stochastic heat equation with anticipating initial conditions. The obtained solution has applications to nonlinear filtering and heat tran...

Fred Espen Benth in Stochastic Analysis and Related Topics V (1996)

Chapter

The Lebesgue spaces

Let M be a measure space and 1 ≤ p ≤ ∞. A real-valued function f on M is said to be pth-power integrable, or belong to L _p , if f is measurable, and |f| ^{p ...}

K. Chandrasekharan in A Course on Integration Theory (1996)

Chapter and Conference Paper

Gibbs Sampling in AR Models with Random Walk Priors

The paper analyses univariate autoregressive AR(p) models with tightness prior. The framework of the model is the conjugate normal linear model where the prior distribution is assumed to be a random walk proce...

Wolfgang Polasek, Song ** in From Data to Knowledge (1996)

Chapter

Linear Equations

There is an abundance of theorems for linear equations but still there are many difficult and unsolved problems left. This chapter contains a summary of a number of important results. The reader who is not fam...

Ferdinand Verhulst in Nonlinear Differential Equations and Dynamical Systems (1996)

Chapter

Predictive Influence in the Log Normal Survival Model

We discuss case deletion diagnostics for prediction of future observations in the log normal survival analysis model. The point of view taken is that prediction is the primary inferential goal in a survival an...

Wesley O. Johnson in Modelling and Prediction Honoring Seymour Geisser (1996)

Chapter

Hereditary cofinality

For any infinite BA A, h-cofA is equal to each of:

Chapter and Conference Paper

Numbers Defined by Turing Machines

We consider three types of Turing machines defining functions on infinite words and investigate some characteristic properties of these types of Turing machine map**s. Using the interpretation of infinite wo...

Rudolf Freund, Ludwig Staiger in Collegium Logicum (1996)