Math 377 (Fall 2015)
Homework Assignment #4
Due Fri. Nov. 6, 2015 in class
Problems on Chapters 4 and 5:
1. (a) Problem (3a) in the book (on p.81), but use t = 4 s and E = 6.3 1013 Joules as
your gues
MATH 377 (Fall 2015)
Homework Assignment #1
Due Wed. Sept. 23, 2015 in class
General note on assigments:
You may (if you wish) work with a partner or partners on homework assignments. You will find th
MATH 377 Practice Midterm
R. Edwards
Your name:
Your student no.:
You may use books, notes, calculators.
Please be sure to show sufficient work to justify your answers.
Total marks on the test: 25
Mar
c 2015 International Press
COMMUN. MATH. SCI.
Vol. 13, No. 2, pp. 497509
MARKETING NEW PRODUCTS: BASS MODELS ON
RANDOM GRAPHS
MEILI LI , REINHARD ILLNER , ROD EDWARDS , AND JUNLING MA
Abstract. We con
Math 377 (Fall 2015)
Homework Assignment #3
Due Fri. Oct. 16, 2015 in class
Problems on Chapter 3:
#1 (a) Suppose you want to buy a house in Victoria that costs $350 000 (the median house price
in Vic
MATH 377 [A01]
Practice questions for final
Warm up questions
1. Find
lim 1
N
3
N (N + 1)
N (N 1)
.
2. Consider the linear system of ODEs
d
x
3
7
x
=
.
2 5
y
dt y
(a) Classify the origin as a st
Math 377 (Fall 2015)
Homework Assignment #6
Due: Fri. Dec. 4, 2015, in class
Problems on the papers by Miller, and Li et al.:
1. Find the expected degree of a vertex in a network with the following de
MATH 377 (Fall 2015)
Homework Assignment #2
Due Wed. Oct. 7, 2015 in class
Problems on Chapter 7 (see pp. 3738 in text):
1. Question #1 in the book.
2. Using the revised model of Section 2.6 in the bo
Math 377 (Fall 2015)
Homework Assignment #5
Due: Fri. Nov. 20, 2015, in class
Problems on Chapter 6:
1. (a) Solve the logistic equation with a constant fleet size of U ,
x
x = Rx 1
K
and initial cond
"x
it
1,.~«._
Z,
t
l:
l
it:
53s
3 r.
g.
V
k
:i
<
M [is/TH 774
7
PROBLEM SET 1 2
;W
.1 (a) Consider a fixed point P and a time interval [0, tr], Figure 1.1 illusl
trates the logic behind the solution
J. Math. Biol. (2011) 62:349358
DOI 10.1007/s00285-010-0337-9
Mathematical Biology
A note on a paper by Erik Volz: SIR dynamics
in random networks
Joel C. Miller
Received: 28 September 2009 / Revised: