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Maple and Mathematica: A Problem Solving Approach for Mathematics

Inna Shingareva Carlos Lizàrraga-Celaya

Resumen/Descripción – provisto por la editorial

No disponible.

Palabras clave – provistas por la editorial

Mathematical Software; Math Applications in Computer Science; Computational Intelligence; Computational Mathematics and Numerical Analysis; Computational Science and Engineering

Disponibilidad
Institución detectada Año de publicación Navegá Descargá Solicitá
No detectada 2007 SpringerLink

Información

Tipo de recurso:

libros

ISBN impreso

978-3-211-73264-9

ISBN electrónico

978-3-211-73265-6

Editor responsable

Springer Nature

País de edición

Reino Unido

Fecha de publicación

Información sobre derechos de publicación

© Springer-Verlag/Wien 2007

Cobertura temática

Tabla de contenidos

Maple

Inna Shingareva; Carlos Lizàrraga-Celaya

of algebraic equations or systems of equations.

Part I - Foundations of and | Pp. 3-20

Mathematica

Inna Shingareva; Carlos Lizàrraga-Celaya

In the last years, several manufacturing control architectures using emergent paradigms and technologies, such as multi-agent and holonic manufacturing systems, have been proposed to address the challenge of developing control systems capable of handling certain types of disturbances at the factory level. One of these holonic architectures is ADACOR, which integrates a set of paradigms and technologies for distributed manufacturing systems complemented by formal modelling techniques, to achieve a flexible and adaptive holonic/collaborative control architecture. The results obtained in the first experiments using the ADACOR architecture are presented in this paper, and also compared to the results produced by other control architectures. For this purpose a set of quantitative and qualitative parameters were measured, to evaluate static and dynamic performance of the control architectures.

Part I - Foundations of and | Pp. 21-44

Graphics

Inna Shingareva; Carlos Lizàrraga-Celaya

In the last years, several manufacturing control architectures using emergent paradigms and technologies, such as multi-agent and holonic manufacturing systems, have been proposed to address the challenge of developing control systems capable of handling certain types of disturbances at the factory level. One of these holonic architectures is ADACOR, which integrates a set of paradigms and technologies for distributed manufacturing systems complemented by formal modelling techniques, to achieve a flexible and adaptive holonic/collaborative control architecture. The results obtained in the first experiments using the ADACOR architecture are presented in this paper, and also compared to the results produced by other control architectures. For this purpose a set of quantitative and qualitative parameters were measured, to evaluate static and dynamic performance of the control architectures.

Part II - Mathematics: and | Pp. 47-64

Algebra

Inna Shingareva; Carlos Lizàrraga-Celaya

of algebraic equations or systems of equations.

Part II - Mathematics: and | Pp. 65-90

Geometry

Inna Shingareva; Carlos Lizàrraga-Celaya

of algebraic equations or systems of equations.

Part II - Mathematics: and | Pp. 91-108

Calculus

Inna Shingareva; Carlos Lizàrraga-Celaya

In the last years, several manufacturing control architectures using emergent paradigms and technologies, such as multi-agent and holonic manufacturing systems, have been proposed to address the challenge of developing control systems capable of handling certain types of disturbances at the factory level. One of these holonic architectures is ADACOR, which integrates a set of paradigms and technologies for distributed manufacturing systems complemented by formal modelling techniques, to achieve a flexible and adaptive holonic/collaborative control architecture. The results obtained in the first experiments using the ADACOR architecture are presented in this paper, and also compared to the results produced by other control architectures. For this purpose a set of quantitative and qualitative parameters were measured, to evaluate static and dynamic performance of the control architectures.

Part II - Mathematics: and | Pp. 109-134

Complex Functions

Inna Shingareva; Carlos Lizàrraga-Celaya

of algebraic equations or systems of equations.

Part II - Mathematics: and | Pp. 135-146

Special Functions

Inna Shingareva; Carlos Lizàrraga-Celaya

of algebraic equations or systems of equations.

Part II - Mathematics: and | Pp. 147-154

Integral and Discrete Transforms

Inna Shingareva; Carlos Lizàrraga-Celaya

In the last years, several manufacturing control architectures using emergent paradigms and technologies, such as multi-agent and holonic manufacturing systems, have been proposed to address the challenge of developing control systems capable of handling certain types of disturbances at the factory level. One of these holonic architectures is ADACOR, which integrates a set of paradigms and technologies for distributed manufacturing systems complemented by formal modelling techniques, to achieve a flexible and adaptive holonic/collaborative control architecture. The results obtained in the first experiments using the ADACOR architecture are presented in this paper, and also compared to the results produced by other control architectures. For this purpose a set of quantitative and qualitative parameters were measured, to evaluate static and dynamic performance of the control architectures.

Part II - Mathematics: and | Pp. 155-170

Mathematical Equations

Inna Shingareva; Carlos Lizàrraga-Celaya

of algebraic equations or systems of equations.

Part II - Mathematics: and | Pp. 171-230