GES TWO-DECADE TRANSFORMATION: JACK WELSHS LEADERSHIP
KEY PEOPLE
Jack Welsh CEO of GE
James Baughman GEs director of management development
Armand Lauzon a manager at a GE Aircraft Engine factory
Michael Frazier GEs Business Development department
Paolo F
JETBLUE AIRWAYS: STRATING FROM SCRATCH
KEY PEOPLE
Ann Rhoades Executive VP for People; head of HR for Southwest from 1988-1994
David Neeleman founder
Amy Curtis-McIntyre Vice President of Marketing
Al Spain Vice President of Flight Operations
Dave Barger
WHOLE FOODS MARKET AND WILD OATS MERGER
KEY PEOPLE
John Mackey chairman, CEO, cofounder of Whole Foods
Renee Lawson Hardy girlfriend of Mackey
Mark Skiles & Craig Weller owned Clarksville Natural Grocery, cofounders of WF
Gilliland and Elizabeth Cook foun
EMIS 8363 2017 Spring - SMU
Course
Dates
Caruth Hall 0161
Dr. Nand M. Singh
Cell: 972-529-4868
e-mail: [email protected]; [email protected]
Teaching Assistant
01/21/17 through 05/06/17
Saturdays (9:00 am 11:50 am)
Location
Engineering Finance
Laura Adam
EMIS 8363 2017 Spring - SMU
Course
Dates
Caruth Hall 0161
Dr. Nand M. Singh
Cell: 972-529-4868
e-mail: [email protected]; [email protected]
Teaching Assistant
01/21/17 through 05/06/17
Saturdays (9:00 am 11:50 am)
Location
Engineering Finance
Laura Adam
Mini Case Data
Computron's Income Statement
INCOME STATEMENT
Net sales
Cost of Goods Sold (Except depr. and amort.)
Other Expenses
Depreciation and amortization
Total Operating Costs
Earnings before interest and taxes (EBIT)
Less interest
Pre-tax earnings
EMIS 8363 2017 Spring - SMU
Course
Dates
Caruth Hall 0161
Dr. Nand M. Singh
Cell: 972-529-4868
e-mail: [email protected]; [email protected]
Teaching Assistant
01/21/17 through 05/06/17
Saturdays (9:00 am 11:50 am)
Location
Engineering Finance
Laura Adam
EMIS 8363/EM21 Engineering Finance
Spring 2017 eSSAY (electronically Share Something About Yourself)
No.
1.
Item
Your Name
Description
Karim Elkattan
(Attach/Insert
an ID
type
picture
here)
Contact
Informati
on (Cell
number
and any
alternate
email
address
Basic Concepts of the
Construction Industry
Chap 01
CEE 5365/7365
Intro to Construction Management
History
Master builders
Design build
Leonardo Da Vinci
Frank Lloyd Wright
Santiago Calatrava
www.calatrava.com
Evolution
Designers
Architects/Engine
EMIS 8363 Campus Homework-01 - Spring 2017
Total Points: 10
To:
From:
Subject:
CC:
Dr. Nand Singh
Your Name Here
EMIS8363 HW-01
Program and Project Management
EMIS @ Lyle Engineering SMU
[email protected]
Date/Time Submitted: March xx, 2017
Instructions
1.
I
Continuous Probability Distributions
Uniform Probability Distribution
Normal Probability Distribution
Exponential Probability Distribution
f (x)
f (x) Exponential
Uniform
f (x)
Normal
x
x
x
Slide
1
Continuous Probability Distributions
A continuous random
Probability and Statistics for Scientists and Engineers
EMIS/CSE 7370 /STAT 4341
Course Information and
Administration
Levent Kaan, PhD
1
Course Overview
) Contact Information
) About the Instructor
) About the Course
) Objectives
) Canvas
) Course Websit
Probability And Statistics For Scientists And Engineers
Discrete Probability
Distributions
Binomial, Negative
Binomial, Geometric
Distributions
Levent Kaan - Ph.D.
1
BINOMIAL DISTRIBUTION
Levent Kaan - Ph.D.
2
Binomial Model - Conditions
Let X be the numb
PROBABILITY AND STATISTICS FOR SCIENTISTS AND
ENGINEERS
Discrete Probability
Distributions
Discrete Random Variables
Probability Distributions
Levent Kaan - Ph.D.
1
Random Variable
Definition - A random variable is a mathematical function that
associates
Probability and Statistics for Scientists and Engineers
Continuous Probability
Distributions
Continuous Random
Variables & Probability
Distributions
Levent Kaan, Ph.D.
1
Continuous Random Variable
Definition - A random variable is a mathematical function
Probability and Statistics for Scientists and Engineers
Probability
Conditional Probability
and
Bayes Theorem
Levent Kaan, Ph.D
1
Conditional Probability
Definition
Basic Concept
Reduced Sample Space
Rules
Bayes Rule
Levent Kaan, Ph.D
2
(P(A
P
A
B
)
|B
)
Probability and Statistics for Scientists and Engineers
Discrete Probability
Distributions
Hypergeometric &
Poisson Distributions
Levent Kaan - Ph.D.
1
HYPERGEOMETRIC
DISTRIBUTION
Levent Kaan - Ph.D.
2
Hypergeometric Distribution - Conditions
Population
Probability and Statistics for Scientists and Engineers
Discrete Probability
Distributions
Hypergeometric &
Poisson Distributions
Levent Kaan - Ph.D.
1
HYPERGEOMETRIC
DISTRIBUTION
Levent Kaan - Ph.D.
2
Hypergeometric Distribution - Conditions
Population
PROBABILITY AND STATISTICS FOR SCIENTISTS AND ENGINEERS
Special Continuous
Probability Distributions
Normal Distribution
Levent Kaan, Ph.D.
1
Normal Distribution Probability Density Function
A random variable X is said to have a normal (or Gaussian)
distr
PROBABILITY AND STATISTICS FOR SCIENTISTS AND
ENGINEERS
Special Continuous
Probability Distributions
Weibull Distribution
Levent Kaan, Ph.D.
1
x
x
x
1
x
e
f(x)
0
Weibull Distribution Probability Density Function
A random variable X is said to have the Wei
Probability and Statistics for Scientists and Engineers
Probability
Independence and
Fundamental Rules
Levent Kaan, Ph.D
1
ni
n
P
i1Ai
A
P
i1
Definition - Independence
Definition
Two events A and B in S are independent if, and only if,
P(A B) = P(A)P(B)
Probability and Statistics for Scientists and Engineers
Introduction
to
Probability and
Statistics
Levent Kaan Ph.D
1
Objective
Introduction to fundamental probabilistic and statistical
concepts, methods and techniques
for application to engineering and s
PROBABILITY AND STATISTICS FOR SCIENTISTS AND ENGINEERS
Special Continuous
Probability Distribution
Lognormal Distribution
Levent Kaan, Ph.D.
1
Lognormal Distribution
Alognormal distributionis a continuousprobability
distributionof arandom variablewhoselo
Probability and Statistics for Scientists and Engineers
ProbabilityBasic Concepts and
Approaches
Levent Kaan Ph.D
1
Probability-Basic Concepts and Approaches
)Basic Terminology & Notation
)Basic Concepts
)Approaches to Probability
Levent Kaan Ph.D
2
Basic
Sample Questions
Part 1
Levent Kaan, PhD
1
Dinner Party
A person giving dinner party. His current wine supply includes 8
bottles of Zinfandel, 10 of Merlot, and 12 of Cabernet ( only red
wine).
a) He wants to serve 3 bottles of Z and serving order is impo
Homework 2 Solution
a) Rare disease
Only 1 in 1000 adults is afflicted with a rare disease for
which a diagnosis test has been developed. The test is
such that, when an individual actually has the disease,
a positive result will occur 99% of the time, whe
Homework 1 Solution
1) Graduation
In a high school class of 100 students, 42 studies mathematics,
68 studies psychology, 54 studies history, 22 studies both
mathematics and history, 25 studies both mathematics and
psychology, 7 studies history and neith
EMIS 7370 & CSE 7370 & STAT 4341
Homework 2
a) Rare disease
Only 1 in 1000 adults is afflicted with a rare disease for
which a diagnosis test has been developed. The test is
such that, when an individual actually has the disease,
a positive result will oc
Supplementary
Examples
Levent Kaan - Ph.D.
1
Questions
GAS STATION PAY
Customers at a gas station pay with a credit card (A), debit
card (B), or cash (C). Assume that successive customers make
independent choices as P(A)=0.5 P(B)=0.2, and P(C)=0.3
a)Among