This article discusses the new problems in Mason PAPA theory of information ethics in the network era: the conflict between information privacy and information share, the information accuracy and the moral hazard problems, information property right and information transactions, information resources access right and information justice.
The 21st century, the era of information dissemination network coming, the demand for information in the information age augments than ever before, mankind will be very easy to get important information through the Internet spread.
In 1986, an American expert on information management science called Richard O. Mason, after a long time study, puts forward 4 major ethical topics for discussion in the information age: information privacy, information accuracy, information property right and information resources access right.
The 21st century, the era of information dissemination network coming, the demand for information in the information age augments than ever before, mankind will be very easy to get important information through the Internet spread.
We may discuss the basic characteristics of information culture from the material culture,behavioral culture,system culture and spiritual culture,and these characteris- tics are of important influence on the construction of advanced culture in information age.
In 1986, an American expert on information management science called Richard O. Mason, after a long time study, puts forward 4 major ethical topics for discussion in the information age: information privacy, information accuracy, information property right and information resources access right.
The pharmaceutical sciences are advancing rapidly in the post-genomic era of the 21st century with the completion of the human genome, as well as those of many other organisms including bacteria and parasites, and the rapid advances in proteomics.
If is a ?2-grading of a simple Lie algebra, we explicitly describe a-module Spin0 () such that the exterior algebra of is the tensor square of this module times some power of 2.
Let ${\mathfrak n}_n({\mathbb C})$ be the algebra of strictly upper-triangular $n\times n$ matrices and let ${\mathcal X}_2=\{u\in {\mathfrak n}_n({\mathbb C})\mid u^{2}=0\}$ be the subset of matrices of nilpotent order 2.
We provide a direct computational proof of the known inclusion ${\cal H}({\bf R} \times {\bf R}) \subseteq {\cal H}({\bf R}^2),$ where ${\cal H}({\bf R} \times {\bf R})$ is the product Hardy space defined for example by R.
Let {N(t), t≥0} be the nonhomogenous Poisson process with cumulative intensity parameter Ν (t), {δt,t ? 0} the age process, and {γt,t ? 0} the residual lifetime process.
The Balian-Low theorem (BLT) is a key result in time-frequency analysis, originally stated by Balian and, independently, by Low, as: If a Gabor system $\{e^{2\pi imbt} \, g(t-na)\}_{m,n \in \mbox{\bf Z}}$
Gabor time-frequency lattices are sets of functions of the form $g_{m \alpha , n \beta} (t) =e^{-2 \pi i \alpha m t}g(t-n \beta)$ generated from a given function $g(t)$ by discrete translations in time and frequency.