STA 426 CAT II SUBMIT ON MONDAY 30TH NOV
a) Define bayes estimator
[2mks]
b) Let , , , be identically distributed normal variables with mean and a unit
variance. Suppose that itself is a random variable with normal prior density with mean
zero and unit va

PRESENTATION FOR TC1
Prepared by Simon Gichane
NOTES HAVE BEEN PROVIDED FOR
INVESTMENT PRODUCTS
Investors have a wide range of investment
products from which to choose when
deciding how to obtain a worthwhile return
commensurate with any inherent risk to

REINSURANCE
BY SIMON GICHANE
Introduction
Key terms
A The need for reinsurance
B Types of reinsurance
C Methods of reinsurance
E Parties involved in reinsurance
Key points
Self-test questions
explain why reinsurance is needed;
describe the types

TRAVEL INSURANCE
Defination
Travel insurance can help
cover medical expenses or financial losse
s you might incur while traveling
. It's often pitched as the best protection
for those traveling domestically or
overseas.
Travel insurance is a cover for t

Reinsurance
Reinsurance is insurance that is purchased by an insurance company (the "ceding
company" or "cedant" or "cedent" under the arrangement) from one or more other
insurance companies (the "reinsurer") as a means of risk management, sometimes in
pr

Presentation By:
Meshack Kiaye, Bcom,M.A.Econ,UoN,ACII
1
2
RISK MANAGEMENT CONCEPTS
Risk
Hazards
Perils
Law of Large Numbers
Risk Management
3
RISK
The Probability of loss
A variation from the expected results
from the actual
A chance of loss
Uncer

Principles of life assurance
CHAPTER 2
Topics to cover
Legal principles of life assurance
Mathematical principles of life assurance
Life assurance taxation
PRINCIPLES OF LIFE ASSURANCE
Life Assurance is based on three main principles i.e.
Economic,

Presentation By:
Meshack Kiaye,
Bcom(ins),M.A.Econ,UoN,Dip.CII, ACII
The Probability of loss
A variation from the expected results from
the actual
A chance of loss
Uncertainty
An hazard is a condition that either increase or decrease
the chance of los

Insurable interests
Insurance, as a risk transfer mechanism, has developed over several hundreds of years and is now a highly complex and
sophisticated response to risk. During this time, various practices in underwriting, documentation.-and claims handli

Managing a Portfolio of Products
What is product portfolio management?
Imagine you have six products. How should you allocate your limited marketing resources among them? Should you
invest in each product equally or emphasize just a few? Which ones? Why t

KENINDIA INSURANCE STAFF TRAINING
LIFE ASSURANCE PRODUCTS
LIFE ASSURANCE PRODUCTS
Life policies fall broadly into three basic types:
1.Term assurance;
2.Whole life assurance;
3.Endowment assurance;
C. TERM ASSURANCE POLICY
This is the oldest form of lif

An Introduction to Basic Statistics
and Probability
Shenek Heyward
NCSU
An Introduction to Basic Statistics and Probability p. 1/4
Outline
Basic probability concepts
Conditional probability
Discrete Random Variables and Probability Distributions
Continuou

SURNAME 1
WARREN BUFFETT VERSUS AIG
Institutional Affiliation
Students Name
Course Name
Date
Buffet believes that banks deserve bailout since the government stands to make huge profits
He went ahead to indicate that hedge funds that are specializing in ju

Running head: HEALTHCARE
1
HEALTHCARE
Institutional affiliation
Students Name
Course Name
Date
HEALTHCARE
2
Introduction
All those working within the healthcare setting require great leadership skills irrespective of
their position so as to provide qualit

POPULATION GROWTH RATE IN CHINA
1
Population Growth in China
Name:
Date:
POPULATION GROWTH RATE IN CHINA
2
Introduction
This paper will be discussing the population growth rates of cities in china. Population
census in china was taken in intervals of 10 y

P
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F
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N
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S
S
G o Pla y!
PATCHFITNESS MANUAL
100% Natural Fitness
1 2 7 0 7 H i g h B l u f f D r i v e , S t e . 1 5 0 , S a n D i e g o , C A 9 2 1 3 0 8 0 0 . 9 9 5 . 8 4 3 4 w w w. p a t c h f i t n e s s . c o m
Table of Contents
Chapter 1.

COURSE 6
MORNING SESSION
SECTION A WRITTEN ANSWER
*BEGINNING OF COURSE 6*
MORNING SESSION
1.
(5 points) You are given the following information:
Stock
I
Price at Beginning
of Period
10
Price at End of
Period
15
Number of Shares
Outstanding
100
II
9
10
125

KATHOLIEKE UNIVERSITEIT LEUVEN
FACULTY OF SOCIAL SCIENCES
MASTER IN CULTURES AND DEVELOPMENT STUDIES
ECOLOGICAL ANALYSIS OF THE PROJECT
RICE AS AN ALTERNATIVE FOR COCA
TOWARDS NEW INCENTIVES FOR BETTER LIVING CONDITIONS IN THE INDIGENOUS
COMMUNITIES OF TH

F-2-3-8-1
JOMO KENYATTA UNIVERSITY
OF
AGRICULTURE AND TECHNOLOGY
REQUEST FOR ACADEMIC LEAVE/ TRANSFER/ DEFERMENT OF ADMISSION/ APPEALS
NAME.REG. NO.
CENTRE.
PROGRAMME.
STAGE OF STUDYSEMESTER.
ADDRESS: TEL: .
DATE.
o For Academic Leave fill sections B and

Leadership and worker involvement toolkit
Knowing what is going on around
you (situational awareness)
Information sheet from Seven steps > Step 6 > Key tool and Further tools
What is situational awareness (SA)?
Situational awareness is being aware of what

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Binomial branch model
Binomial tree model
Binomial representation theorem
Measure, filtration, martingale, conditional expectation
Representation theorem, self-financing, pricing formula
Stats243 Summer 2007
Discrete Processes
Binomial mod

Terms and Conditions of the UM High Potential Scholarship Programme
1. Aims and objectives of the UM High Potential Scholarship Programme
Maastricht University aims to further strengthen its position as a leading European University offering
high-quality

The Australian Clinical Trial
Handbook
A simple, practical guide to the conduct of clinical
trials to International standards of Good Clinical
Practice (GCP) in the Australian context
March 2006
Therapeutic Goods Administration
About the Therapeutic Goods

Mandate affordability as a requirement is the first specific initiative in the first
area of the Better Buying Power initiatives target affordability and control cost
growth.
In his September 14, 2010, Memorandum for Acquisition Professionals, Dr.
Carter

Short course:
Survival Analysis Models & Statistical Methods
Presenter: Eric V. Slud, Statistics Program, Mathematics Dept.,
University of Maryland at College Park, College Park, MD 20742
The objective is to introduce first the main modeling assumptions a

Stochastic Processes
David Nualart
The University of Kansas
[email protected]
1
1
1.1
Stochastic Processes
Probability Spaces and Random Variables
In this section we recall the basic vocabulary and results of probability theory. A probability space
asso

Dear [INSERT HIRING MANAGERS NAME],
Im an experienced [INSERT JOB TITLE] looking to discuss with you the
current requirements your company has, and how my skills may fulfil those.
Having achieved many successes throughout my career, including [INSERT
KEY

This is archived information. Please visit http:/maths.manchester.ac.uk for current course unit information.
MATH39522 - 2012/2013
General Information
Title: Contingencies 2
Unit code: MATH39522
Credit rating: 10
Level: 3
Pre-requisite units:
Co-req

Dear [INSERT HIRING MANAGERS NAME],
Im an experienced [INSERT JOB TITLE] looking to discuss with you the current requirements your company has, and how my skills may fulfil those.
Having achieved many successes throughout my career, including [INSERT
KEY