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MATH3063
Nonlinear Differential Equations & Applications
Semester 1, 2016
Diagnostic Assignment 0
Due before midnight on MON 7th March
Explain each of the important concepts from Linear Algebra listed
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Differential Equations & Biomathematics
Semester 1
Assignment 1
2013
This assignment is due at 5pm on Wednesday 22 May at Carslaw room 626. Please include a coversheet
with yo
THE UNIVERSITY OF SYDNEY
Differential Equations & Biomathematics
Semester 1
Assignment 1
2013
This assignment is due at 5pm on Wednesday 10 April at Carslaw room 626.
1. (i)
A simple model for the spr
The University of Sydney
School of Mathematics and Statistics
Solutions to Assignment
MATH2962: Real and Complex Analysis (Advanced)
Semester 1, 2016
Web Page: http:/www.maths.usyd.edu.au/u/UG/IM/MATH
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MATH3066 ALGEBRA AND LOGIC
Semester 1
2017
Week 7 Exercises
Starred questions are suitable for students aiming for a credit or higher.
1. Verify that all fields are integral d
THE UNIVERSITY OF SYDNEY
MATH3066 ALGEBRA AND LOGIC
Semester 1
2017
Week 6 Exercises
Starred questions are suitable for students aiming for a credit or higher.
1. Today is Monday. What day will it be
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MATH3066 ALGEBRA AND LOGIC
Semester 1
Week 5 Exercises
2017
Starred questions are suitable for students aiming for a credit or higher.
1. Is the following argument clear (and
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MATH3066 ALGEBRA AND LOGIC
Semester 1
Week 4 Exercises
2017
Starred questions are suitable for students aiming for a credit or higher.
1. According to an ancient Sicilian lege
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MATH3066 ALGEBRA AND LOGIC
Semester 1
Week 4 Solutions
2017
1. There are two possibilities assuming the barber existed: the barber shaved himself
or the barber did not shave h
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MATH3066 ALGEBRA AND LOGIC
Semester 1
1. We calculate
2017
Week 6 Solutions
100100 = 2100
(mod 7)
= (23 )33 2
= 133 2
= 2,
(mod 7)
so that, after 100100 days have elapsed, it
THE UNIVERSITY OF SYDNEY
MATH3066 ALGEBRA AND LOGIC
Semester 1
Week 5 Solutions
2017
1. It is not entirely clear whether the author implicitly assumes that all excuses are
explanations. If an excuse n
7
RESEARCH METHODS
An introduction to mathematical models in sexually
transmitted disease epidemiology
G P Garnett
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Sex Transm Inf 2002;78:712
Mathematical models serve a number of roles in
understan
Svein Arne Jessen
Project Leadership Step by Step: Part I
A Handbook on How to Master Small- and
Medium-Sized Projects SMPs
2
Download free eBooks at bookboon.com
Project Leadership Step by Step: Part
Classification of STABILITY TYPES for 2D linear systems
Classification by eigenvalue
Real eigenvalues, both negative = STABLE NODE = SINK
Real eigenvalues, both positive = UNSTABLE NODE = SOURCE
Real
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Conservation Laws
Finding quantities such as the Hamiltonian that have the property H = 0 eve