| | SLO | ENG | Cookies and privacy

Bigger font | Smaller font

Show document Help

Title:PARADOKSI V VERJETNOSTI
Authors:ID Grosman, Jana (Author)
ID Benkovič, Dominik (Mentor) More about this mentor... New window
Files:.pdf UNI_Grosman_Jana_2010.pdf (270,29 KB)
MD5: 92514A2CDE5C6C270EFE0D0EFC307309
PID: 20.500.12556/dkum/3ff01669-ed47-44e7-a5bf-380727ed3cbc
 
Language:Slovenian
Work type:Undergraduate thesis
Organization:FNM - Faculty of Natural Sciences and Mathematics
Abstract:Diplomska naloga opisuje klasične paradokse iz teorije verjetnosti. V uvodnem poglavju so predstavljene osnovne definicije teorije verjetnosti in pojmi, ki so uporabljeni v nadaljevanju. Predvsem so to naključne spremenljivke, ki zraven definicije vsebujejo še primere pomembnih porazdelitev, in številske karakteristike. Naslednjih štirinajst poglavij zajema klasične paradokse iz teorije verjetnosti, in sicer: paradoks kockanja, De Méréov paradoks, paradoks delitve, paradoks o neodvisnosti, paradoks igre bridge, pradoks o obdarovanju, St. Petersburški paradoks, paradoks o smrtnosti, paradoks o Bernoullijevem zakonu velikih števil, De Moivreov paradoks, Bertrandov paradoks, paradoks o teoriji iger Bayesov paradoks in paradoks vejitvenih procesov. Vsako poglavje se začne s kratko zgodovino paradoksa ali omeni znanstvenike, ki so sodelovali pri razvoju paradoksa, od njegovega izvora pa vse do rešitve. Sledi opis paradoksa oz. problem, ki ga paradoks obravnava, nato pa je nazorno prikazana rešitev paradoksa. Nekatera poglavja vsebujejo tudi opombe, ki se največkrat nanašajo na podobne probleme, kot jih zastavlja paradoks.
Keywords:verjetnost, paradoks, naključna spremenljivka
Place of publishing:Maribor
Publisher:[J. Grosman]
Year of publishing:2010
PID:20.500.12556/DKUM-14103 New window
UDC:51(043.2)
COBISS.SI-ID:17741320 New window
NUK URN:URN:SI:UM:DK:VDZ565RR
Publication date in DKUM:07.07.2010
Views:3810
Downloads:348
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:PARADOXES IN PROBABILITY
Abstract:The thesis describes the paradoxes of classical probability theory. The introductory chapter presents the basic definitions and concepts of probability theory, which are used in graduation thesis below. This are random variables, which contain definitions next to cases of significant distribution, and numerical characteristics. The next fourteen chapters cover the classical paradoxes of probability theory, namely: the paradox of dice, De Mere's paradox, the division paradox, the paradox of independence, the paradox of bridge, the paradox of giving presents, St. Petersburg paradox, the paradox of human mortality, the paradox of Bernoulli's law of large numbers, De Moivre's paradox, Bertrand's paradox, a paradox of game theory, Bayes' paradox and the paradox of branching processes. Each chapter begins with a brief history of paradox, or at least mention the scientists who participated in the development of paradox, since its origins all the way to solutions. What follows is a description of the paradox and a detailed solution of the paradox. Some chapters also contain remarks that most relate to similar problems, as it raises a paradox.
Keywords:probability, paradox, random variable


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