Catálogo de publicaciones - libros
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
2007
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