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SiMON FRASER UNIVERSITY
?
S7?-/70
MEMORANDUM
SENATE GRADUATE STUDIES COMMITTEE
From
...........................................................................................
Date
............. NOVEMBER..15., ... 19.7.7 ...................................... ..... .........
'10
?
SENATE ?
S
1.
CHANGE IN PH.D. REGULATIONS,
Subject .... ..... .... ...
MATHEMATICS........ ... .............
..... ....................
2.
NEW COURSE PROPOSALS,
NAlil öZU-4, 21-4
.
MOTION 1:
?
"That Senate approve, and recommend approval
to the Board of Governors, as set forth in
S.77-170, the change in regulations covering
language requirements for the Ph.D. in
Mathematics."
MOTION 2:
?
"That Senate approve, and recommend approval
to the Board of Governors, as set forth in
S.77-170, the new course proposals for
MATH 820-4 - Graph Theory
MATH 821-4 - Combinatorics."
10

 
?
.
?
SIMON FRASER UNIVERSITY
To: Members of Senate:.
?
From: Office of the Dean
of Graduate Studies
Subject: Graduate Calendar Changes
?
Date: November 15, 1977
The attached Graduate Calendar Changes from the Faculty of
Science were approved by the Senate Graduate Studies Committee
on November 14, 1977, and are now being recommended to Senate
?
[I
?
for approval
I. Department of Mathematics
B. Clayman
Acting Dean of Graduate Studies
mm/
end s.
S

 
.
SiMON FRASER UNIVERSITY
MEMORANDUM
To
?
M. McGinn, Secretary
?
.1
From
?
J.M. Webster
Senate Graduate Studies Committee
?
Dean of Science
Subject..
?
Mathematics Calendar Entry -
?
Date....
?
September 13, 1977
Ph.D. Language Requirements
At its meeting of July 28, 1977, the Faculty of Science approved
a change to the Mathematics graduate calendar entry regarding Ph.D.
language requirements.
The following passage in the 1977-78 Graduate Calendar, page
167
"Candidates for the Ph.D. degree will normally be required to
demonstrate proficiency in reading mathematical papers in either
French, German or Russian. A student may be required by his
Supervisory Committee to acquire proficiency in an additional
language, not necessarily French, German or Russian which has
special relevance for the student's program."
is to be replaced by
"Candidates for the Ph.D. degree may be required by his/her Super-
visory Committee to acquire proficiency in reading mathematical
papers in French, German or Russian."
RATIONALE
The proposed new policy is not in conflict with the recently
approved language requirements for Ph.D. candidates in the Faculty
of Science.
The predominance of English in the mathematical literature
and the existence of translation services suggest a relaxation of
these requirements.
ZZ)
•. 7_7
?
.
?
(
UéSK

 
SiMON FRASER UNIVERSITY
?
MEMORANDUM
From. ?
Nick Heath
Assistant to the Dean of Science
Date ?
Novernb ?
...977
To.. . Marian McGinn, Secretary
Senate Graduate Studies Committee
Subject New Course Proposals: MATH 820-4 and
MATH 821-4
At its meeting of October 28, 1977, the Faculty of Science
unanimously approved the proposals for two new courses, MATH 820-4
"Graph Theory" and MATE 821-4 "Combinatorics". The course proposal
forms and supporting documentation are herewith forwarded to the
Senate Graduate Studies Committee for further consideration.
N. Heath
lad
Attachments
U

 
SIMON FRASER UNIVERSITY
Now Graduate Course Pronosal Form
CALENDAR INFORMATION:
Department: ?
Mathematics ?
Course Number:
?
820-4
Title: ?
Graph Theory
Description
A
first graduate course in graph theory dealing with some of the
following: algebraic graph theory, external graph theory, coloring problems,
applications of graphs, hypergraphs, and current research topics.
Credit Hours:
Vector: ?
4-0-0 ?
Prerequisite(s) if any:________
ENROLLMENT AND SCHEDULING:
Estimated Enrollment:
?
2 ?
When will the course first be offered:
Fall
1978
130w often will the course be offered:
When
required - not more than once per year.
JUSTIFICATION:
Covering memo.
RESOURCES:
Drs. Alspach or Brown, as available
Which Faculty member will normally teach the course:________________________________________
None
What are the budgetary implications of mountin
g
the course:
Number of hours of graduate courses offered each year will remain constant.
Yes
Are there sufficient Library resources (arioend details):_______________________________
Appended: a) Outline of the Course
b)
An indication of the comoetance of the Faculty member to give the course.
c)
Library resources
Approved: Departmental Graduate Studies Committee:
?
Cti'. ,
?
1Date:
11. X.7
Faculty Graduate Studies Committee:
?
_
)/$
?
i
Date:
Nov. 1/77
Vacuity:
?
Nov. 1/77
?
c
?
gDean
Senate Graduate Studies Committee:__444.4
ate:
IT
?
Senate: ____________________________________________________Date:

 
OUTLINE OF MATHEMATICS 820-4
The course would normally consist of some of the following topics
depending on the interest of the instructor and students.
1. Algebraic graph theory
a)
Incidence and adjacency matrices
b)
Eigenvalues of a graph
c)
Coloring problems from an algebraic viewpoint
d)
Automorphism groups of graphs
2. External graph theory
a)
Packing problems
b)
Covering problems
c)
Vertex and edge parameters
d)
Turan's Theorem
e)
Menger'
:
s Theorem
f)
Probabilistic methods
3. Coloring problems
a)
Four-color Theorem
b)
Chromatic number and chromatic polynomial
4. Applications of graphs
a)
Scheduling and coloring problems
b)
Graph modeling in the social sciences
c)
Tournaments and ranking problems
d)
Ising problems
e)
Graphical enumeration
f)
Networks and flows
5. Hypergraphs
a)
Uniform hypergraphs
b)
Matchings
6. Current research topics

 
. ?
SIMON FRASER UNIVERSITY
Now Graduate Course Pronosal Form
CALENDAR INFORMATION:
Mathematics
Department: ?
Course Number:
?
8214
4.
Title:_
Combinatorics
Description:
Transversal theory, enumeration, Ramsey theory, block designs,
and current research topics.
Credit Hours:
?
4 ?
Vector: ?
400 ?
prerequisite(s) if
any:________
ENROLLMENT AND SCHEDULING:
Estimated Enrollment:
?
When will the course first be offered:
?
Spring 1979
How often will the course be offered:
When
required - not more than once per year
JUSTIFICATION:
covering memo.
RESOURCES:
Drs. Aispach, Berggren or Brown, as available
Which Faculty member will normally teach the course;
What are the budgetary Implications of mounting the course:
Number of hours ofraduate_courses_ofifererl
_eh_
yepr
_will_remain_G9nstant.
Are there sufficient Library resources (anoend details):
?
yes
Appended: a) Outline
of the Course
b) An indication of the coanetence of the Vacuity member to give the course.
C)
Library
resources
I
4._oate:
ILX'
Date:_____________
Nov. 1/77
Date: ?
Nov.1/77
an
ate:
I_
Senate: ?
Date:______________
Approved: Departmental Graduate Studies Committee:______?
Faculty Graduate Studies Committee
Faculty:
Senate Graduate Studies Coursift:

 
OUTLINE OF MATHEMATICS 821-4
The course would normally consist of some of the following topics
depending on the interest of the instructor and students.
1. Transversal theory
a)
Matchings and complete matchings
b)
Phillip Hall's Theorem
c)
Algorithms
2. Enumeration
a)
Polya's theory
b)
Generating functions
c)
Generalized inclusion-exclusion
d)
Applications of enumeration
3. Ramsey theory
a)
4. Bl
a)
b)
c)
d)
c)
d)
Ramsey's Theorem and generalizations
Van der Waerden's Theorem
Dck designs
Latin squares
Generalized Room squares
BIBD's
Bruck-Ryser-Chowla Theorem
Hadamard matrices
Regular graphs
5. Current research topics.

 
Justification for Mathematics 820-4 and 821-4 ?
Brian Aispach
S
It has recently come to my attention that there are two undergraduate
students on our campus who concluded there was no graduate level program
available in discrete mathematics in our department because there were no
graduate courses listed. Since students at other campuses may have
reached the same conclusion, it is a problem that should be eliminated.
There certainly is activity at the graduate level in this area.
Since the Fall of 1974 there have been four reading courses corresponding
to 820, one regularly scheduled course corresponding to 820 (offered
as a selected topics in algebra), one regularly scheduled course
corresponding to 821, and an active seminar overlapping both courses.
In addition, two students have completed their M.Sc.'s in the last
three years and three students are currently enrolled in the Ph.D. program
in the area of discrete mathematics.
There are sufficient library resources as our library has all the
principal books in this area and subscribes to all but one of the important
journals relating to discrete mathematics. Drs. Alspach and Brown both
have published papers in the areas covered by the two courses. They are
currently doing research in these areas as well. Dr. Berggren has published
in the general area of combinatorics and has done extensive study in this
area as well.
a

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