Realizing Generalization of Calculation of Thermal Cycle in steam Power Plant by Modularization of "Method of Cycle Function"
THE DESIGN AND IMPLEMENTATION OF MODULARIZATION IN SUST-PROLOG/4361
Modularization Wethod in SPC Exchange Software Design
Microelectronics for Modularization of Radar Receivers
Ideas about Modularization .Universlization and Seriation Design of Communication Equipement
Static/Dynamic Property Analysis and Optimization Design for Mechanical Structure Based on Generalized Modular Design
Research on Several Product Modular Design Methods for Mass Customization
Research on Modular Enterprise Clusters Based on Capabilities
Study on Supercapacitor Modular Technology
Research on the Construction of Modular Ontology
Modularity Design of Bearing Internal Grinder 3MZ204CNC
Application of CAD technology in the modularity design of Radar structure
Application of Inventor to Modularity Design of Prefabricated Substation
In common Web application system, multi-layer architecture and MVC design mode are adopted to realize software modularity and reusability.
Research on modularity and integration in PC industry is significant to other industry.
A CODING METHOD FOR MODULAR C PROGRAMS AND TOOLS FOR CHECKING C MODULE INTERFACE
THOUGHT AND TECHNOLOGY ON MODULE IN SOFTWARE SYSTEM DESIGN
General Caculating Methods of Thermal Test Module of Steam Turbine
A Study on Structural Module Design Method of Medium Sized Container Ships
A new and universal automatic packaging machine control method is introduced, adopting modularity control, according to the work principle and structure characteristics of the machine,establishing control function module base, constituting the universal control system model and using PLC to control the whole system.
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The paper describes modularization of EG-eliminations and a modified elimination scheme based on that modularization ("quasi-modular algorithm").
We argue that, while the adult human mind/brain typically contains a degree of modularization, its "modules" are neither genetically specified nor evolutionary adaptations.
They cover such topics as planning, leadership, organization, modularization and testing.
Compared with other similar systems, the system modularization, miniaturization and intelligentization are improved so as to meet portable instrument requirements.
Several useful extensions and generalizations of Pascal emerge by applying these principles, including a solution to the array parameter problem, and a modularization facility.
Lower degree bounds for modular invariants and a question of I.
It is well-known that the ring of invariants associated to a non- modular representation of a finite group is Cohen-Macaulay and hence has depth equal to the dimension of the representation.
For modular representations the ring of invariants usually fails to be Cohen-Macaulay and computing the depth is often very difficult.
In this paper1 we obtain a simple formula for the depth of the ring of invariants for a family of modular representations.
This family includes all modular representations of cyclic groups.
It is known that in a lattice with unique complements, the modularity, atomicity, de Morgan, and other conditions imply that the lattice is distributive.
Problems of Coloniality, Modularity, and Individuality in Sponges and Special Features of Their Morphogeneses During Growth and
A comparative analysis of the organization of sponges has been carried out to clarify problems of their coloniality, individuality, and modularity.
The modular abstraction mechanism allows our slicing method to possess excellent modularity and language-flexibility properties.
The modularity of the system provides its own back-up in case of computer or integrator failure.
We investigate the eigenvalue problem for such systems and the correspondingD- module when the eigenvalues are in generic position.
We prove a more general version of a result announced without proof in [DP], claiming roughly that in a partially integrable highest weight module over a Kac-Moody algebra the integrable directions from a parabolic subalgebra.
A theorem of Kostant states that the universal enveloping algebra of g is a free module over its center.
A theorem of Richardson states that the algebra of regular functions ofG is a free module over the subalgebra of regular class functions.
In particular, we prove an integral formula for the degree of an ample divisor on a variety of complexity 1, and apply this formula to computing the degree of a closed 3-dimensional orbit in any SL2- module.