First order Kendall maximal autoregressive processes and their applications (Q84183): Difference between revisions

From EU Knowledge Graph
Jump to navigation Jump to search
(‎Changed an Item: Change because item Q2513983 was merged with Q241102)
(‎Changed label, description and/or aliases in fr: translated_label)
label / frlabel / fr
 
Processus autorégressifs maximaux de Kendall de premier ordre et leurs applications

Revision as of 16:23, 30 November 2021

Project Q84183 in Poland
Language Label Description Also known as
English
First order Kendall maximal autoregressive processes and their applications
Project Q84183 in Poland

    Statements

    0 references
    739,824.0 zloty
    0 references
    177,557.76 Euro
    13 January 2020
    0 references
    739,824.0 zloty
    0 references
    177,557.76 Euro
    13 January 2020
    0 references
    100.0 percent
    0 references
    1 October 2016
    0 references
    31 December 2019
    0 references
    UNIWERSYTET WROCŁAWSKI
    0 references
    The main idea of this project is construction of distributions and stochastic processes additive in the sense of generalized convolution and application them to modeling environmental conditions. We consider Kendall random walks, for which we solve the problems of the renewal theory, factorization problems and prove limit theorems. The project includes a preliminary study for more advanced problems. This can be used in modeling the dependence between environmental conditions and the number of traffic accidents or medical events (e.g. heart attacks, strokes) or the impact of these conditions on the allergy or asthma. This is the first step to build a short-term forecasts for hospitals, ambulance, police. Hence we assign the project to the KIS 2. Diagnosis and therapy lifestyle diseases and personalized medicine. The results will be published in good international scientistic journals from the JCR list and presented during international conferences. (Polish)
    0 references
    The main idea of this project is construction of distributions and stochastic processes additive in the sense of generalised Convolution and application them to modeling environmental conditions. We consider Kendall random walks, for which we solve the problems of the renewal theory, Factorisation problems and prove limit theorems. The project includes a preliminary study for more advanced problems. This can be used in modeling the dependence between environmental conditions and the number of traffic accidents or medical events (e.g. heart attacks, strokes) or the impact of these conditions on the allergy or asthma. This is the first step to build a short-term forecasts for hospitals, ambulance, police. Hence we assign the project to the KIS 2. Diagnosis and therapy lifestyle diseases and personalised medicine. The results will be published in good international scientistic journals from the JCR list and presented during international conferences. (English)
    14 October 2020
    0 references

    Identifiers

    POIR.04.04.00-00-1D5E/16
    0 references