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A Riccati equation involving a parameter and symbolic computation are used to uniformly construct the different forms of travelling wave solutions for nonlinear evolution equations.
      
Inverse computation of optical-absorption coefficient in inhomogeneous material with varied thermal conductivity
      
It is demonstrated that the results of inverse computation by that method are more similar to the experimental ones measured by some destructive method.
      
Furthermore, an infinite number of conservation laws are shown explicitly by direct computation.
      
The computation formula, geometric equalities and inequalities for the volume of Gaussian image of certain submanifolds in a sphere are obtained.
      
The computation based on a large number of examples with practical data has shown us satisfactory results.
      
The steepest decent method features fast convergence at the initial iteration and small computation complexity.
      
Theoretical computation and analysis of benefits of wood cutting power
      
The modified natural power method for principal component computation
      
In this paper we introduce to readers some recent progress in algebraic geometric codes and their applications in quantum error-correcting codes, secure multi-party computation and the construction of good binary codes.
      
Numerical multilinear algebra (or called tensor computation), in which instead of matrices and vectors the higher-order tensors are considered in numerical viewpoint, is a new branch of computational mathematics.
      
The study of hybrid model identification, computation analysis and fault location for nonlinear dynamic circuits and systems
      
In order to significantly reduce the computation cost for fault location, the paper presents a new fault diagnosis method based on multiple preset models that can be realized online.
      
Simulation computation shows the corresponding digital curves.
      
The estimation of state density would allow the computation of thermodynamic properties of the system over the whole temperature range.
      
In this paper we have reviewed the recent progresses on the ion trapping for quantum information processing and quantum computation.
      
Many variations, especially the techniques of ion chips, have been investigated since the original ion trap quantum computation scheme was proposed.
      
Full two-dimensional control of multiple ions on an ion chip is promising for the realization of scalable ion trap quantum computation and the implementation of quantum networks.
      
Using on/off network links, compiler first divides load-balancing MPI applications into the communication intervals and the computation intervals, and then inserts the on/off instruction into the applications to switch the link state.
      
To avoid the time overhead of state switching, we use a time estimation technique to analyze the computation time, and insert the on instruction before reaching the communication intervals.
      
 

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