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SiMON FRASER UNIVERSITY
MEMORANDUM ?
S, %-Us
To...
SENATE
.
From
SENATE wMMr= ON UNDERGRADUATE
.
STUDIES
Changes in Facu1tes of Arts ai d
?
18th November, 1976
Subject .........
?
nçe ?
Entry.
..............
Date
?
...
Action taken by the Senate Committee on Undergraduate Studies
at its meeting of November 9, 1976 gives rise to the following motion:
MOTION
That Senate approve, and recommend approval b
y:
the Board
of Governors, the changes as set forth in S.76-
.
lt,
Ip
ertaining
to
Mathematics in the B.A.- program in the Faculty of Aits.
Note - It was noted the changes reflected those being made in
Mathematics in the Faculty of Science.
is
Daniel R.
Birch
ams

 
O ?
SiMON FRASER UNIVERSITY
MEMORANDUM ?
S
C
t4
Li
7(- 'z
6
?
fir. H. Evans, Secretary, SCUS
?
From
Sheila Roberts, edretary,
Faculty of Arts Curriculum
?
Subject
Calendar Entry-MathematiCS
?
Date
October 22, 1976.
rNje Faculty of Arts Curriculum Committee has passed the changes in
the Mathematics Programme as outline on the attached calendar sheets.
I .
expect that they will forward the required documentation to
vu for Senate arid SCUS consideration. The committee has also approved
the changes in Mathematics 1
1 42, Mathematics 2
1
12, and
1 4atheniaticS 320.
c..

 
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Sili)iN FI{ASEfl UNIVERSITY
MEMORANDUM
0
?
U1 rcj riduate curriculum
Commi
t Ice
Filcult
.
y of Science ?
..
!ibject NEW
(X)LIHSE PROPOSAL -
MATH 242-3 and
reLated calendar changes.
From ?
David }"'I)u un,
?
i rran
Underctrcduixtc S
,
,udicj Cc,:nrni tc
Nathrnutic'; L)ertn:nL
Date ?
September 22, 1976
For some time the Mathematics Department has considered the possibility of
ts
uing together two existing
courses,
MATH 142-2 (Pure Mathematics II) and 1IATII
241-2 (Pure Mathematics
III). We are
now ready to do so and propose a
new
course.
MATH 242-3 (Introduction to Analysis). MATH 242-3 covers the important
theoretical
IttCrLiiL which is at best mentioned in passing while teaching calculus courses, and
which h.; important for anyone desiring to continue his study of Analysis in mathematics.
Students will find it easier to fit one 3 hour course into their schedules than two
2 hour cour:;eS.. We think that it will be more efficient to cover the material this
way jjnc material will not have to be reviewed after the semester break and thus
vtry little
if any of the material now covered in MATH 142-2 and 241-2
'
Will
need to
lit!
CIi1iLt'd.
The prerequisite for MATH 242-3
is to be
MATH 152-3 (Calculus TI) or MATh 155-3
(CalcuLus II for the Itiulogi.cal Sciences); an an alternative students may take the
calculus course concurrently. MATH 242-s
Ls
to he a prerequisite for every course
now haviij MATH 241-2 as
?
prerecuiuite.
?
:::;-eover , we wish to iriciue MATH 242-3
All
additional prerequisite for MATH 32)- (Theory of Convergence) whh currently
rcts MiVI'i{
253-4
as its only ret
?
experience in offering that course
for the past year shows that most of tfios --;:iud,::nts who have not taken MATH 241-2
IcLVO
uuch more diffi.cu
1
y with MATH 320- than those who have already tken MATH 241-2.
neaL calendar change nt!cvssitated by the introduction of MATE!
242-3
is the
chaitqe in title for MATH 141-2 (now cii 1d Pure Mathematics I). This curse was
nidi.r
'
d to be part of the
141-2,
142--2, 241-2 sequence. We would like to request,
LI:;
it
result of the replacement of 142-2 ae
.
:1 241-2 by 242-3, that the title for
141-2 now be "Introduction to Pure Mathematics".
David Rye rn
CC.
Undergraduate Curriculum Committee,
• ?
I':ulty of Arts
Faculty of Education
F'culty of Interdisciplinary Studies

 
SEIATE COrNI'I'TEE
oi
IiNIE
p
;
p
/\DIJA'['E 5'1' !I) I
COEJISE PROPOSAL FORM
(:
.
nLr
?
--
Ti;t:nriitJon
--------.--- ?
1)ep.irt.cnL :jj.i:iLicj
ton
(-IC:
MATH
Course Number:
141-2
?
Credit Uaur;:
?
Vctor
T
j
:1' ol Cur:
Introduction to ?
--(-formerly Pure
Mthc:tcL1'1.cF;
I)
Ct1.iti.tr
Description of Course:
An introduction
to some of
the fundamental concepts of
mathematics.
tature of Course
?
Lecture/tutorial
Prerequisites
(or special instructions): ?
B.C. High
School Math 12,
or MATH 1.00-3,
or permission
of the Department.
What course
(courses)
0 I
if any, is being dropped from
the calendar if this course is
approved:
?
None
2.
Sr.h.1uljng
110w frequently
.will the course be offered?
n;t:nr in which the
course will first be offered?
• Which
of your present faculty would be available
to make the proposed of ferinq
ujcHves
of the Course
NOTE: Rationale for change in course title can be found in the covering memo.
3.
iiudq't:iry and Space
Requirements (for
information only)
Wh;jt: additional
resources will-
be
required in the following areas:
I'O(tt
I ty
iuc!
i o
vi
;ual
lcju i.t)tPflt
I
' ?
tfc'.i
I
Se[)ternbr 22, 1976
• ?
. ?
-.
Dc2prtnt
C}iairrnin ?
Dean ?
Chi ?
Scu;
SC(/3-- ?
(Ihen c:npleting this form, for instructions son Merinranum
sdi
73-]4a.

 
SENATE COM'4I7TF.E ON 1JN!.)EPf;ADtiATF Si1!D L !;
COURSE PROPOSAL FOR'-!
(a ?
'Information
?
Department :_g
?
rn
it
..tien Code: r
.
w'riI Course Number: 242
?
Credit flours:
3 -
Vc1r :_
'Ii tL of
Course: ?
INTRODUCTION TO ANALYSIS
Ca lndir Description of Course:
tt:hernatical induction. Limits of real sequences and real functions. Continuity
un(1 ts consequences. The Mean Value Theorem. The Fundamental Theorem of
Calculus. Series
Nature of Course ?
Lecture/tutorial
p
rer..quisites
(or special instructions):
MATH 152-3 or 155-3 must precede or
be taken concurrently.
;hat course (courses), if
any, is
being dropped from the calendar if this course .ic
approved
?
MATH 142-2 and 241-2.
schedu1inq
How troquently will the
course be offered?
?
Twice yearly
Semester in which the course
will first
be offered? Ft11 1977
Which
of
your present faculty would be available to make the proposed 6 fferincj
All faculty
Objectives of the Course
To cover the important theoretical material which is at best mentioned in passing
while teaching calculus courses, and which is important for anyone desiring to
continue his study-of analysis in mathematics.
?
4
?
ii't:aryand Space Requirements (for information only)
What: additional resources will be required in the following areas:
I I y
?
None
I.
f. f
?
None
Li Li
?
t.orio
• V
i
S'li
1
?
None
None
!Io
21 19 76
?
• ?
Department
__
Chairman
__
?
_________
Dean ?
___
Chairrn:trt, CUS
CU 73-3'Th:-- (Wh'.iri completing this form, for instructions see Memorandum SCt! 73-34a.
At t.a h
utIi
:;Y
eut: I
),IlC)

 
S',' 1 I.i';
.
.
t1AT1 I 242
Introduct:ion to
!nLly;i;
1. ?
!rirE survey of ;oine ?
from
L,or ji
c
-
conht ives, quant.Lf icr;,
proofs, sets and functions.
.. Mat.hjmatjcal induction.
3.
Sequences and series of real numbers.
4.
Limits, continuity,
and
differentiability for real functions
S.
Continuous functions
and
their properties - the Intermdiate
Value Theorem,
MixiinuIn-Minimum
properties, uniform continuity.
,. 'I1i_
,
orems of Calculus - Mean Value Theorems, Fundamental Theorem
?
of Calculus, tntrocluction to the idea of uniform corivergence.
TEXT: Thi. T1vortt. I ii aide of Calculus, by Cohn C.Urk.
El

 
L
?
S ?
AYE ?
oi
I Ti
r:
ON I
i:P;r'.;r)iJ\'r:
1.
('r]•ndTrlIlforLrI.:tt;ion
?
DepaLtrr.t!lt;
Title
Abbrov iaLiun
of Course:
Cede :tIA'I'li
?
thenry
?
Course
of Converience
Number: 320-3
?
Credit.
flour;:
Calendar Description of Course;
Sequences and, series
of
functions; uniform convergence; coneq rice s of
uniform convergence; improper integrals; additional applications of converrJenc.
Nature of Course
?
Lecture/tutorial
Prerequisites (or special instructions): Math 242-3 (or 241-2) and
MA'H
253-4.
(former prerequisite: MATH 253-4)
What course (courses)
:
, if any, is being dropped from
the calendar if this course is
approved:
None:
2.
flc'hedul.inq
Flow frequently will
the course
be offered?
semester
in which the course
will
first be offered?
. ?
Which of
your present faculty would be available
to make the proposed
offering
pos;ib]e:
4
?
Objeet
ives of the
Course
Rationale for change
in
prerequisite
can be found in covering
1iICO.
4. Uudqetry and Space fleguirements (for information only)
141).t additional resources will be required in the following areas:
tCU
1
F F
l,i 1.'iry
t.l) Visual
5.
?
tI)t(.V.11
September 22, 1976
Department Chairman
?
Dean
(When conpleting this
form,
for ins t:ruet ions s-•
;tach
?
-se out.lin.')
Ch: ii
•1 .3- •l'a

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