DOI: 10.14267/phd.2017018
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Az élettartam-kockázat modellezése

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Cited by 7 publications
(12 citation statements)
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“…The right-hand side a ( x ) is the average log mortality rate, which represents the average logarithmic mortality rates for each age group and thus represents the typical evolution of mortality by age. Accordingly, the value can reach a minimum shortly after a relatively high value for newborns, and from then it increases with age (Vékás, 2016). Also known as the mortality index, k t is the only time-dependent component in equation (1) and represents the change in mortality over time.…”
Section: Methodsmentioning
confidence: 99%
“…The right-hand side a ( x ) is the average log mortality rate, which represents the average logarithmic mortality rates for each age group and thus represents the typical evolution of mortality by age. Accordingly, the value can reach a minimum shortly after a relatively high value for newborns, and from then it increases with age (Vékás, 2016). Also known as the mortality index, k t is the only time-dependent component in equation (1) and represents the change in mortality over time.…”
Section: Methodsmentioning
confidence: 99%
“…In the given economic, social, and political circumstances, we must especially appreciate the establishment of the Code… Due to the outstanding professional standard, the Hungarian Code of 1959 survived for decades the profound economic and social transformation that began in the second half of the 1980… It is understandable, however, that these changes, as a result of which a market economy based on private property was re-established in Hungary, had to be followed by the legislator with frequent amendments. 75 The principal authors of the draft were Miklós Világhy, Gyula Eörsi, Endre Nizsalovszky, Elemér Pólay, and Béla Kemenes. This code, as mentioned before, unlike the Czech code, did not radically break with the past and also served to preserve the traditional values of civil law.…”
Section: Hungarymentioning
confidence: 99%
“…A túlélési modell (lásd például Vékás [2011]) egy olyan népszerű módszercsalád összefoglaló neve, amely élettartamok valószínűségeloszlásának becslésére alkalmazható. A Kaplan-Meier-modell (Kaplan-Meier [1958]) az orvosi statisztikából származó, egyik legszélesebb körben alkalmazott, matematikai szempontból viszonylag egyszerű túlélési modell, melyben az adott élettartam elérésének valószínűségét megadó túlélési függvény egy szakaszonként állandó (lépcsős) függvény.…”
Section: A Halandósági Mintázatok éS Modellek Szakirodalmi áTtekintéseunclassified