| | SLO | ENG | Cookies and privacy

Bigger font | Smaller font

Show document Help

Title:MATEMATIČNE OSNOVE POZAVAROVANJA
Authors:ID Pisanec, Mihael (Author)
ID Mastinšek, Miklavž (Mentor) More about this mentor... New window
Files:.pdf UNI_Pisanec_Mihael_2011.pdf (1,32 MB)
MD5: FEAD0E0A5D74BC008AE04695249BB76F
PID: 20.500.12556/dkum/7fa75491-1c41-4163-985a-902a945024d1
 
Language:Slovenian
Work type:Undergraduate thesis
Organization:FNM - Faculty of Natural Sciences and Mathematics
Abstract:V uvodnem poglavju so predstavjene osnove verjetnostnega računa. Te so prilagojene (z označbami in obliko) za nadaljna poglavja. V drugem poglavju je osrednja tema število škodnih primerov. Ta števila opišemo v smislu slučajne spremenljivke. Nastavimo enačbe za izračun osnovnih karakteristik števila škodnih primerov, katere bomo kasneje potrebovali za konstrukcijo porazdelitvene funkcije. V naslednjem poglavju s pomočjo slučajne sestavljene spremenljivke opišemo višino škod. Opišemo, kako lahko izračunamo osnovne karakteristike te slučajne spremenljivke. Slednje uporabljamo za konstrukcijo porazdelitvene funkcije velikosti škod. Uvedemo pomoţno spremenljivko, s katero lahko različno vplivamo na te porazdelitvene funkcije. Porazdelitvena funkcija nam ponazarja porazdelitev višine škod v procentih. Zaradi tega vpeljemo funkcijo limitne pričakovane vrednosti, ki nam prikazuje porazdelitev višine škod v denarnih enotah. Na koncu poglavja opišemo gamma, log-normalno in pareto porazdelitveno funkcijo, saj se te navadno uporabljajo v zavarovalništvu za predstavitev porazdelitve velikosti škod. V zadnjem poglavju je opisano, kaj pojem pozavarovanje predstavlja. Predstavljeni so različni pozavarovalni programi: kvotno (angl. quota share), vsotopreseţkovno (angl. surplus), škodnopreseţkovno (angl. excess of loss),... Nato uporabimo pridobljeno znanje iz prejšnjih poglavih za izračun osnovnih pozavarovalnih premij.
Keywords:pozavarovanje, neproporcionalno pozavarovanje, proporcionalno pozavarovanje, osnove statistike
Place of publishing:Maribor
Publisher:[M. Pisanec]
Year of publishing:2011
PID:20.500.12556/DKUM-21025 New window
UDC:51(043.2)
COBISS.SI-ID:18761992 New window
NUK URN:URN:SI:UM:DK:QQSCEGD7
Publication date in DKUM:14.11.2011
Views:2037
Downloads:307
Metadata:XML DC-XML DC-RDF
Categories:FNM
:
Copy citation
  
Average score:(0 votes)
Your score:Voting is allowed only for logged in users.
Share:Bookmark and Share



Hover the mouse pointer over a document title to show the abstract or click on the title to get all document metadata.

Secondary language

Language:English
Title:MATHEMATICAL FOUNDATIONS OF REINSURANCE
Abstract:In first section we will introduce basics of probabiliti theory. This theory will be latter used for next sections. In second section the main subject is - number of claims. This number we describe as random variable. We introduce how to calculate main characteristics of this variable, which we will latter need for konstruction of distribution function. In next section we will describe compound random variable of claim size. We described how to calculate main characteristisc of compound random variable. We use this characteristics for construction of distribution function. We introduce mixing variable, which can be used for impact to distribution function. Distribution function illustrates claim sizes in percentages. Because of this we will introduce limited expected value function which represents claim sizes in monetary value. In the end of this section we described gamma, log-normal in pareto distribution function, which are normaly used for distribution od claim size. In the last section is discribed: what the reinsurance is. There are also introduced different kinds of reinsurance arrangments (quota share, surplus, excess of loss, ...). In the end we use before introduced knowledge - for calculations of basic reinsurance premuims.
Keywords:limited expected value function, reinsurance, non-proportional reinsurance, proportional reinsurance


Comments

Leave comment

You must log in to leave a comment.

Comments (0)
0 - 0 / 0
 
There are no comments!

Back
Logos of partners University of Maribor University of Ljubljana University of Primorska University of Nova Gorica