Your Title Here
by
Your Name
B.S. Your Degree,
Blank University (1956)
Submitted to the
Your School
in partial fulfillment of the requirements for the degree of
DOCTOR OF PHILOSOPHY IN YOUR DISCIPLINE
at the
YOUR UNIVERSITY
September 2077
© 2077 Your School. All rights reserved.
Signature of Author …………………………………………………………………………………………
Your School
Date
Certified by…………………………………………………………………………………………………..
Your Advisor
Advisor’s Title
Thesis Supervisor
Accepted by………………………………………………………………………………………………….
Other Person
Title
Title
1
[This Page Intentionally Left Blank]
2
Your Title
by
Your Name
Submitted to the YOUR SCHOOL on DATE
in partial fulfillment of the requirements for the degree of
Doctor of Philosophy in DISCIPLINE
ABSTRACT
Your text.
Thesis Supervisor:
Title:
Name
Title
3
Acknowledgments
Text Here
4
Table of Contents
Acknowledgments ....................................................................................................................................... 4
Table of Contents ........................................................................................................................................ 5
Table of Figures........................................................................................................................................... 6
Table of Tables ............................................................................................................................................ 7
Chapter 1 Title ............................................................................................................................................ 9
1 Section ................................................................................................................................................... 9
1.1 Sub section example........................................................................................................................ 9
1.1.1 Sub-sub section ........................................................................................................................ 9
References .................................................................................................................................................. 12
Appendix A
This is an appendix ....................................................................................................... 14
5
Table of Figures
Figure 2: Example of a figure ....................................................................................................................... 9
6
Table of Tables
Table 1: Decision variable optimal values .................................................................................................. 10
7
[This Page Intentionally Left Blank]
8
Chapter 1 Title
1 Section
This is the text right after a heading. This may be different from following paragraphs if this paragraph is
not indented, but following ones are for instance.
This is the text of the following paragraph.
1.1 Sub section example
Text.
1.1.1 Sub-sub section
Text
Here is a figure, which I call Figure 1. To reference the figure, use “cross-reference” and choose “only
label and number”. Note that the figure text below the figure is its own cell style called “caption.”
Figure 1: Example of a figure
This equation is very important. I put all equations into mini tables that look like this. In the right little
box, I put a space (important), and then I make the style “Equation Number”. Note the space after the (1).
I do not use MS word equation editor: at one point, there was a serious flaw when you used that equation
editor and also tracked changes. Instead, I use MathType for all equations.


J (S , O)  min C (u, O)  EO  J f (S , u), O 


uU
9
(1)
This is a sequence of equations and sub equations.
X  
min  c
TRANS  LP
(2)
n
ijm
x, y , z
wijm   m cijm xijm   2m cijm yijm
i , j ,m
i , j ,m
w
s.t.
ijm
j ,m
(2-1)
i , j ,m
  xijm   yijm
j ,m

i
X in
(2-2)
j ,m
w
ijm
  jm dnm
 j, m
(2-3)
i
x
ijm   yijm
i
  jm dn(1  m )
(2-4)
 j, m
i
xijm  i jm dnm
wijm , xijm , yijm
 0
 i, j , m
This is a table.
Flow Decision Variable
Optimal Value
8
wUtah,Wichita,2-day
2
wLas Vegas,Wichita,2-day
2
xUtah,Wichita,2-day
5
xLas Vegas,Wichita,2-day
0
yUtah,Wichita,2-day
3
yLas Vegas,Wichita,2-day
Objective Value
146
Table 1: Decision variable optimal values
These are bullet points:
1. Point 1
2. Point 2.
Lemma: Lemma 1 stated
Proof of Lemma:
Text for proof. Look at the QED box next.
10
 j, m
(2-5)
(2-6)
□
This is a footnote1.
These are references to papers such as Huh et al. (2009) and Zipkin (2008). To do references, I manage
them in Zotero, then I get the Zotero MS Word plugin
1
Footnote text.
11
References
Huh, W. T., G. Janakiraman, J. A. Muckstadt, and P. Rusmevichientong. 2009. Asymptotic Optimality of
Order-Up-To Policies in Lost Sales Inventory Systems. Management Science 55 (3):404–420.
Zipkin, P. 2008. Old and New Methods for Lost-Sales Inventory Systems. Operations Research 56
(5):1256–1263.
12
[This Page Intentionally Left Blank]
13
Appendix A
This is an appendix
Appendix text.
14