Optimal probabilistic quantization of information in space with guaranteed limitation of impact zones for volumetric quanta
Annotation
A model is proposed of optimal 3D probabilistic quantization of deterministic or random volumetric space by a set of identical quanta, which maximizes the probability of presenting the quantified space. The size of that optimum quantum is determined by the distribution of its impact zone, its limiting values of guaranteed probability and the impact parameter. A model is introduced for estimating the amount of information or any other value in the quantified space.
Keywords
Постоянный URL
Articles in current issue
- Constructional synthesis of low-profile meter wavelength range emitter for railway rolling stock
- Calculating bit and symbol error rates in a communication channel for signal processing trellis modulation under the DVB-S2 standard
- Implementation and use of spectral footprint databases for specialized processing of Earth remote sensing hyperspectral data
- Comprehensive matrix model of an enterprise functioning in an information hazardous environment
- Selection and validation of approximate distribution models for probability densities of particular quality indicators of different classes for information systems
- Medical information system of the military medical institution: the complexity of choice
- Formalizing the technique functional specifications retrieval and assessing the possibility of its application for assessing the cloud computing software
- Environmental and geographical landscape assessment when forming natural and environmental area framework
- A technique for held tracing of land side for line facilities of complex and arc-shaped form against magnetic meridians of the local geomagnetic field
- Expert assessment of innovation activities in cosmic space technologies
- Optimal choice structures in problems of pertinent management of outer space systems
- Semiotic approaches for building a multi-agent model of organization subject areas