Add to ORKGWe collect, supplement and extend some well-known basic facts on various homogeneity properties of subadditive functions. Key Words: Homogeneous and subadditive functions, seminorms and pre-seminorms. AMS Classification Number: 39B72 1
We examine various related instances of automatic properties of functions – that is, cases where a w...
We examine various related instances of automatic properties of functions – that is, cases where a w...
WOS: 000513847500014In this paper, we will consider subadditive functions that take an important pla...
We collect, supplement and extend some well-known basic facts on various homogeneity properties of s...
We collect, supplement and extend some well-known basic facts on various homogeneity properties of ...
We examine various related instances of automatic properties of functions -- that is, cases where a ...
AbstractA new class of functions, termed semistrictly preinvex functions, is introduced in this pape...
Abstract. The necessary and sufficient conditions for separation by subadditive and sublinear functi...
We prove a generalization of the `Subadditive Limit Theorem' and of the corresponding Berz Theorem i...
We prove a generalization of the `Subadditive Limit Theorem' and of the corresponding Berz Theorem i...
We prove a generalization of the `Subadditive Limit Theorem' and of the corresponding Berz Theorem i...
AbstractLet G be a group and Ω be an arbitrary set. A map F:G→2Ω is called subadditive if F(gh)⊂F(g)...
Abstract. Submodular functions are discrete functions that model laws of diminishing returns and enj...
Submodularity is a fundamental phenomenon in combinatorial optimization. Submodular func-tions occur...
Submodular functions often arise in various fields of operations research including discrete optimiz...
We examine various related instances of automatic properties of functions – that is, cases where a w...
We examine various related instances of automatic properties of functions – that is, cases where a w...
WOS: 000513847500014In this paper, we will consider subadditive functions that take an important pla...
We collect, supplement and extend some well-known basic facts on various homogeneity properties of s...
We collect, supplement and extend some well-known basic facts on various homogeneity properties of ...
We examine various related instances of automatic properties of functions -- that is, cases where a ...
AbstractA new class of functions, termed semistrictly preinvex functions, is introduced in this pape...
Abstract. The necessary and sufficient conditions for separation by subadditive and sublinear functi...
We prove a generalization of the `Subadditive Limit Theorem' and of the corresponding Berz Theorem i...
We prove a generalization of the `Subadditive Limit Theorem' and of the corresponding Berz Theorem i...
We prove a generalization of the `Subadditive Limit Theorem' and of the corresponding Berz Theorem i...
AbstractLet G be a group and Ω be an arbitrary set. A map F:G→2Ω is called subadditive if F(gh)⊂F(g)...
Abstract. Submodular functions are discrete functions that model laws of diminishing returns and enj...
Submodularity is a fundamental phenomenon in combinatorial optimization. Submodular func-tions occur...
Submodular functions often arise in various fields of operations research including discrete optimiz...
We examine various related instances of automatic properties of functions – that is, cases where a w...
We examine various related instances of automatic properties of functions – that is, cases where a w...
WOS: 000513847500014In this paper, we will consider subadditive functions that take an important pla...