Results 11 to 20 of about 159,428 (155)
Efficient Construction of Order-Preserving Encryption Using Pseudo Random Function
Nam-Su Jho, Ku-Young Chang
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On order-preserving and order-reversing mappings defined on cones of convex functions [PDF]
In this paper, we first show that for a Banach space $X$ there is a fully order reversing mapping $T$ from ${\rm conv}(X)$ (the cone of all extended real-valued lower semicontinuous proper convex functions defined on $X$) onto itself if and only if $X$ is reflexive and linearly isomorphic to its dual $X^*$.
Cheng, Lixin, Luo, Sijie
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We characterize the existence of a real continuous order-preserving function on a topological preordered space, under the hypotheses that the topological space is normal and the preorder satisfies a strong continuity assumption, called IC-continuity ...
Gianni Bosi, R. Isler
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Identification and Preservation of Pituitary Gland in Pituitary Surgery [PDF]
Background: Suppressing hormone hyper-secretion, lowering tumour mass, preserving normal pituitary function, minimizing long-term effects from excess hormone production, and preventing tumour recurrence are all aims of pituitary tumour treatment ...
Islam Al Aghory +2 more
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Preservation theorems for Tarski's relation algebra [PDF]
We investigate a number of semantically defined fragments of Tarski's algebra of binary relations, including the function-preserving fragment. We address the question whether they are generated by a finite set of operations.
Bart Bogaerts +3 more
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Euler flag enumeration of Whitney stratified spaces [PDF]
We show the $\mathrm{cd}$-index exists for Whitney stratified manifolds by extending the notion of a graded poset to that of a quasi-graded poset. This is a poset endowed with an order-preserving rank function and a weighted zeta function. This allows us
Richard Ehrenborg +2 more
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Comment on the Security of an Order-Preserving Encryption Scheme Using Pseudo-Random Function
Dongyoung Roh
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On Čech-completeness of the space of order-preserving functionals
In this paper we establish that if a Tychonoff space $X$ is Čech-complete then the space $O_τ(X)$ of all $τ$-smooth order-preserving, weakly additive and normed functionals is also Čech ...
Ayupov, Sh. A., Zaitov, A. A.
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Numerical Methods That Preserve a Lyapunov Function for Ordinary Differential Equations
The paper studies numerical methods that preserve a Lyapunov function of a dynamical system, i.e., numerical approximations whose energy decreases, just like in the original differential equation.
Yadira Hernández-Solano, Miguel Atencia
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The purpose of this paper is to study theory of two different kinds of α-layer order-preserving operator space, namely, ωα-opos and ωα*(ℑ)-opos. The former kind of space is formed by α-layer function in L-fuzzy order-preserving operator space.
Xiu-Yun Wu, Li-Li Xie
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