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THE SECTOR OF ANALYTICITY OF NONSYMMETRIC SUBMARKOVIAN SEMIGROUPS GENERATED BY ELLIPTIC OPERATORS

机译：椭圆算子生成的非对称次黑矩半群的解析性行为

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R. Chill; G. Metafune; D. Pallara;
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年度 2015
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专利

1. Quasi-L p -contractive analytic semigroups generated by elliptic operators with complex unbounded coefficients on arbitrary domains [J] . Sami Mourou, Mohamed Selmi Semigroup Forum . 2012,第1期

机译：由椭圆算子在任意域上具有复杂无界系数的拟L p -压缩解析半群
2. Quasi-L ~p-contractive analytic semigroups generated by elliptic operators with complex unbounded coefficients on arbitrary domains [J] . Mourou S., Selmi M. Semigroup Forum . 2012,第1期

机译：椭圆算子在任意域上具有复无界系数的拟L〜p压缩解析半群
3. Analytic semigroups generated in L1(Ω) by second order elliptic operators via duality methods [J] . L. Angiuli, D. Pallara, F. Paronetto Semigroup Forum . 2010,第2期

机译：二阶椭圆算子通过对偶方法在L 1 （Ω）中生成的解析半群
4. Verified computations for solutions of semilinear heat equations using an analytic semigroup generated by a self-adjoint operator [C] . Makoto Mizuguchi, Kouta Sekine, Akitoshi Takayasu, International Conference on Simulation Technology . 2015

机译：使用自伴随操作员产生的分析半群的半线性热方程解的验证计算
5. CONTROL OF HOLOMORPHIC SEMIGROUPS GENERATED BY A CLASS OF SPECTRAL OPERATORS (CANONICAL FORM, FUNCTIONAL EQUATION). [D] . REBARBER, RICHARD LEWIS. 1984

机译：一类谱算子（规范形式，函数方程）生成的全同半群的控制。
6. THE EIGENFUNCTION EXPANSION THEOREM FOR THE GENERAL SELF-ADJOINT SINGULAR ELLIPTIC PARTIAL DIFFERENTIAL OPERATOR. I. THE ANALYTICAL FOUNDATION [O] . Felix E. Browder 1954

机译：一般自伴奇异椭圆偏微分算子的特征函数展开定理。一分析基础
7. Analytic semigroups generated by elliptic operators in L¹ and parabolic equations [O] . Di Blasio Gabriella 2014

机译：椭圆算子在L¹和抛物线方程中生成的解析半群

THE SECTOR OF ANALYTICITY OF NONSYMMETRIC SUBMARKOVIAN SEMIGROUPS GENERATED BY ELLIPTIC OPERATORS

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