Skip to main content

You are now only searching within the eBColl Mathematics & Statistics R0 package

previous disabled Page of 22
and
  1. No Access

    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)

  2. No Access

    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)

  3. No Access

    Chapter

    Bessel Process of Order 1/2

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

  4. No Access

    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)

  5. No Access

    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)

  6. No Access

    Chapter

    Integration with respect to Unbounded Set Functions

    The notion of a temporally homogeneous evolution process formulated in Definition 2.1.1 does not require the associated operator valued set functions 〈M t ...

    Brian Jefferies in Evolution Processes and the Feynman-Kac Formula (1996)

  7. No Access

    Chapter

    Partition Algorithms on Intervals

    In the simplest and most frequently studied special case of the general GOP, D is a one-dimensional finite interval. Let D = [a, b], −∞ < a < b < ∞, and f a (possibly) multiextremal continuous or Lipschitz functi...

    János D. Pintér in Global Optimization in Action (1996)

  8. No Access

    Chapter

    Optimal Control on a Time Interval of Random Duration

    In this chapter we deal with methods of solving stochastic time-optimal problems and control problems with a stochastic cost functional. A number of examples are considered, namely the problems of the control ...

    V. N. Afanas’ev, V. B. Kolmanovskii in Mathematical Theory of Control Systems Des… (1996)

  9. No Access

    Chapter and Conference Paper

    Gaussian Neural Networks Applied to the Cluster Analysis Problem

    This paper describes a Gaussian neural network (GNN) applied to the cluster analysis problem. The GNN architecture is constituted by one layer of Gaussian units and one output unit which provides an estimation...

    Christian Firmin, Denis Hamad in From Data to Knowledge (1996)

  10. No Access

    Chapter

    Introduction

    The theory of distributions has proved to be essential in the study of partial differential equations. In 1975, F. E. Browder stated: ‘In considering the applications of functional analysis in partial differen...

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

  11. No Access

    Chapter and Conference Paper

    On the Use of Continuous-time ARMA Models in Time Series Analysis

    We review some applications of continuous-time ARMA processes in the modelling of time series observed at discrete times t 1,…, t N . The problem of find...

    Peter J. Brockwell in Athens Conference on Applied Probability and Time Series Analysis (1996)

  12. No Access

    Chapter

    Spontaneous Breakdown of Conformal Symmetry

    Let us consider a scalar field φ(x) in a Minkowski space. Suppose that along with a conformally in variant vacuum % MathType!MTEF!2!1!+- % fea...

    Efim S. Fradkin, Mark Ya. Palchik in Conformal Quantum Field Theory in D-dimensions (1996)

  13. No Access

    Chapter

    Linking theorem

    In order to extend the quantitative deformation lemma to continuously differentiate functions defined on a Banach space, we use the notion of pseudogradient defined by Palais in 1966.

    Michel Willem in Minimax Theorems (1996)

  14. No Access

    Chapter

    Relations Between Different Nonoscillating Solutions of the q-Equation Close to a Transition Zero

    The numerical solution of a Schrödinger-like differential equation can be based on integration of the corresponding nonlinear q-equation. For the efficiency of the numerical integration, it is essential to select...

    Aleksander Dzieciol, Per Olof Fröman, Nanny Fröman in Phase-Integral Method (1996)

  15. No Access

    Chapter

    Tangles and 2-Bridge Knots

    During the period from the end of the 1960s through to the beginning of the 1970s, Conway pursued the objective of forming a complete table of knots. As we have seen in our discussions thus far, the knot invar...

    Kunio Murasugi in Knot Theory and Its Applications (1996)

  16. No Access

    Chapter

    Some Simulation Results for the Performance of DNA Classification of Noisy Image Data

    The Directional Neighborhoods Approach (DNA) to classifying pixels and reconstructing images from remotely sensed noisy data is a newly proposed, computer intensive, Bayesian-type procedure. It uses the observ...

    S. James Press in Modelling and Prediction Honoring Seymour Geisser (1996)

  17. No Access

    Chapter

    The Linear Programming Formulation

    A time-honored approach to studying optimal control problems (OCPs) is via mathematical programming techniques on suitable spaces. This approach is in principle applicable to almost any class of OCPs, determin...

    Onésimo Hernández-Lerma, Jean Bernard Lasserre in Discrete-Time Markov Control Processes (1996)

  18. No Access

    Chapter

    Elliptic Problems with Normal Boundary Conditions

    Let G ⊂ ℝ n be a bounded domain. Suppose that the boundary ∂G is sufficiently smooth, i.e., belongs to the class C t with some t ≥ 1 (s...

    Yakov Roitberg in Elliptic Boundary Value Problems in the Spaces of Distributions (1996)

  19. No Access

    Chapter

    Domain Integrals

    The domain integrals arise in the boundary element formulation for the potential, elastostatic, elastodynamic, fluid flow and other problems which involve body forces or or nonlinearities. Thus, for example, t...

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

  20. No Access

    Chapter

    Ornstein-Uhlenbeck Process

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

previous disabled Page of 22