نتایج جستجو برای: integration technique

تعداد نتایج: 820594  

1999
Seppo PUURONEN Vagan TERZIYAN Alexey TSYMBAL

One of the important directions in improvement of the data-mining and knowledge discovery methods is the integration of multiple classification techniques. An integration technique should estimate and then select the most appropriate component classifiers from an ensemble of classifiers. We discuss an advanced dynamic integration technique with multiple classifiers as one variation of the stack...

In this paper, biochemical reaction problem is given in the form of a system of non-linear differential equations involving Caputo fractional derivative. The aim is to suggest an instrumental scheme to approximate the solution of this problem. To achieve this goal, the fractional derivation terms are expanded as the elements of shifted Legendre scaling functions. Then, applying operational matr...

Journal: :J. Symb. Comput. 2003
Thomas Wolf

A new integration technique is presented for systems of linear partial differential equations (PDEs) for which syzygies can be formulated that obey conservation laws. These syzygies come for free as a by-product of the differential Gröbner Basis computation. Compared with the more obvious way of integrating a single equation and substituting the result in other equations the new technique integ...

2012
STANLEY B. MESSER

This commentary discusses the therapy of a trauma survivor from the perspective of psychotherapy integration. The case of Grace (Pass, 2012) illustrates the concept of assimilative integration in so far as it incorporates an expressive writing technique into Accelerated Experiential Dynamic Psychotherapy, which is itself a theoretical integration of psychodynamic and experiential approaches.

2007
W. J. Schoenmaker P. Meuris E. Janssens K.-J. van der Kolk N. van der Meijs

It is announced that the Maxwell equations can be solved on unstructured grids using finite integration methods. Numerical experiments show that next to the finite-volume method, a discretization technique can be defined based on ’finite-surface’ integration.

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