14. Stochastic models

14. Stochastic models

change over time because of the adoption couples in the population, introduced of some contraceptives by a group at the start of observational...

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change

over time because

of the adoption

couples

in the population,

introduced

of some contraceptives

by a group

at the start of observational

period,

of

To.

A Doubly Stochastic Model and its Application to the Number of Births of Specific Order According to Duration of Marriage Prasad Akhileuhwar,

IIuration \tudy

Puma

variables

Univer.~if_~, Putna,

associated

with the help of models

area of research. Formulation variables

with

many

approach

real life processes

can provide

an interesting,

to wide range of problems.

A doubly

duration

and fruitful

an useful

process has been formu-

variables,

whose theoretical

namely

between

duration

marriage

and

framework

t:
Uhmit_v,

USA

have been studied.

Stochastic Analysis of Particulate Systems K.( ‘_ SriFastavs, fkpwrmer~t c$ Motherna~icx, In the operation cykrcm. attrition slid

stochastic

and the second birth and also duration

third birth, in a very general way within r,ariables

fascinating

of the process and may provide

lated here in terms of events and associated between the marriage

and their analytical

in terms of relevant events and duration

of the process

can increase our understanding

India

particles

particles

tluidized

be!haviour

disintegr;ition.

bed and

is frequently

in the :3ystem experience

the hydrodynamic ft?r particle

of the bubbling

of solid

Ohio State

pneumatic

encountered.

disintegration

transport

and to a certain

extent

of the system. There are two mechanisms These are the grinding

mechanism

bed

Consequently,

the alter

accounting

and the shattering

mechanism. 1)eterministic ptrticlc\

in particulate

Sonlife numhcr

and stochastic

insurance of claims.

envisages amounts,

.nncl rrlhcr c.i;jssit:;il routini’s

b IPA

t9l’

for disintegration

a broad

length

and varied

movement

of

elements,

i.e.

,md payment,

etc.

f- l)m ;lpplied

of stochastic

set of stochastic

of time between

the companv

occurrence

uses estimation. mathematics

of the lecture i\ I ‘i .-can the ficid hoping

the impact

and random

systems will be discussed.

!#I cope G iih theLIe unknou,ns

I tic ohicxt

models

in insurance

prediction.

optimization,

and statistics.

to give the audience

mathematics.

an oi,erall