THE EFFECTS OF SPATIAL HETEROGENEITIES ON SOME MULTIPLICITY RESULTS

JULIAN LOPEZ-GÓMEZ; PAUL H. RABINOWITZ

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THE EFFECTS OF SPATIAL HETEROGENEITIES ON SOME MULTIPLICITY RESULTS

机译：空间异质性对一些多重结果的影响

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In [10], using a Theorem of Clark and in [1] several multiplicity results were obtained for families of semilinear elliptic partial differential equations. Here these results are extended so as to include more general spatially heterogeneous models arising in population dynamics. The optimality of the general assumptions imposed to get some of these multiplicity results is also analyzed.

机译：在[10]中，利用克拉克的定理和在[1]中，为半线性椭圆部分微分方程的家族获得了几种多样性结果。这里这些结果延长，以便包括人口动态中产生的更多通用空间异构模型。还分析了施加的一般假设的最优性，得到一些这些多样性结果。

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来源
《Discrete and continuous dynamical systems》 |2016年第2期|941-952|共12页
作者
JULIAN LOPEZ-GÓMEZ; PAUL H. RABINOWITZ;
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作者单位

Departamento de Matemática Aplicada Universidad Complutense de Madrid Madrid 28040 Spain;

Department of Mathematics University of Wisconsin-Madison Madison Wisconsin 53706 USA;

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正文语种 eng
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关键词
Multiplicity; Clark's theorem; spatial heterogeneities;

机译：多重;克拉克的定理;空间异质性;

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THE EFFECTS OF SPATIAL HETEROGENEITIES ON SOME MULTIPLICITY RESULTS

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