Results 11 to 20 of about 3,856 (192)
Property ( k) of Orlicz Sequence Spaces
Property ( k) is an important geometric property in Banach spaces,and it is closely associated with fixed point property. By the geometric theory of Banach spaces and Orlicz spaces, we investigated the characterization for property( k) in a special ...
ZUO Ming-xia, PENG Li-na
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RUANG BARISAN SELISIH C0 Δm ,C Δm ,l∞ Δm DAN lp Δm
Ruang urutan sebagai salah satu konsep dalam analisis, membahas tentang urutan yang ruang urutan 𝑐0,𝑐 ,ℓ∞ and ℓ𝑝 1≤𝑝≤∞ . Beberapa hasil penelitian sebelumnya membuktikan bahwa ruang urutan 𝑐0,𝑐 ,ℓ∞ and ℓ𝑝 1≤𝑝≤∞ adalah ruang Banach, Solid dan BK-Ruang ...
Hery Suharna
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On Λ-Type Duality of Frames in Banach Spaces
Frames are redundant system which are useful in the reconstruction of certain classes of spaces. The dual of a frame (Hilbert) always exists and can be obtained in a natural way.
Renu Chugh, Mukesh Singh, L. K. Vashisht
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Separability of Topological Groups: A Survey with Open Problems
Separability is one of the basic topological properties. Most classical topological groups and Banach spaces are separable; as examples we mention compact metric groups, matrix groups, connected (finite-dimensional) Lie groups; and the Banach spaces ...
Arkady G. Leiderman, Sidney A. Morris
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The concept of cone b-Banach space and fixed point theorems
In this article, the concepts of cone b-norm and cone b-Banach space are given. Some new fixed point theorems in cone b-Banach spaces are established. The new results improve some fixed point theorems in cone Banach spaces.
Yang Chen, Zhu Xiaolin
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Application of a New Class of Characteristic Function
In Banach space,considering introducing a new class of real characteristic functions fx + ty ( y) and fx + ty ( y) ,the independent variable is t,and the domain is [0,+ ∞ ) ,and the corresponding properties of those new characteristic functions are used ...
ZHAO Liang, HAN Zhao-yang
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This note presents a useful tool in Banach space theory: ultraproducts of Banach spaces. These provide a uniform method for manufacturing locally similar Banach spaces. In this way they relate local (finite dimensional) and global (infinite dimensional) structure.
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Geometric Characterization of Injective Banach Lattices
This is a continuation of the authors’ previous study of the geometric characterizations of the preduals of injective Banach lattices. We seek the properties of the unit ball of a Banach space which make the space isometric or isomorphic to an injective ...
Anatoly Kusraev, Semën Kutateladze
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A Generalization of Uniformly Extremely Convex Banach Spaces
We discuss a new class of Banach spaces which are the generalization of uniformly extremely convex spaces introduced by Wulede and Ha. We prove that the new class of Banach spaces lies strictly between either the classes of k-uniformly rotund spaces and ...
Suyalatu Wulede +2 more
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