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homogeneous systems
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    AN APPROXIMATE SOLUTION TO NON-LINEAR VIBRATION OF HOMOGENEOUS SYSTEMS
    齐次非线性振动系统的近似解
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  homogeneous systems
As an application of the generalized result, and under more weak conditions we obtain a result of Furta [8] about local first integrals of semi-quasi-homogeneous systems.
      
Three-dimensional (3-D) computer simulations of the coarsening have been performed for elastically homogeneous systems with tetragonal misfit strain and elastically heterogeneous systems with dilatational misfit strain.
      
Heterogeneous systems have the potential to achieve enhanced performance as well as cost-effectiveness over homogeneous systems when the application domain is known since they can match the problem structure more closely.
      
To allow direct comparisons with algorithms from the applied mathematics and computer vision communities, we consider both inhomogeneous and homogeneous systems.
      
First, those derived from supported carbonylate clusters-nanocatalysts and second, those produced from the heterogenization of known chiral homogeneous systems.
      
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