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INTRODUCTION TOCOMPUTER SCIENCE
HANDOUT #0. COURSE INFORMATION
K5 & K6, ComputerScience Department, Văn Lang University
Second semester Feb, 2002
Instructor: Trần Đức Quang
0.1 ... Sections 9.2, 9 .3, and 9.4.
7. AUTOMATA
ã Patterns and Pattern Matching
ã Finite State Machines and Automata
ã Deterministic and Nondeterministic Automata
Reading: Sections 10.2 and 10 .3.
8. REGULAR ... OBJECTIVES AND PREREQUISITES
This course is intended to provide a broad introduction (in English) to the theoretical
and mathematical foundations of computer science. It will cover the principal themes
of...
... Constraints or click on
the Constraint
window appears
1
ME- 430 INTRODUCTIONTOCOMPUTER AIDED DESIGN
TORSIONAL ANALYSIS Using Pro/MECHANICA
Pro/ENGINEER Wildfire 2.0
Dr. Herli Surjanhata ... surface where
torsion will be applied.
Step 6:
Create a cylindrical coordinate system on the top of the U-Joint.
Click on
.
30
Change the Type to Capping Surface. ... Definition dialog
box appears.
8
Step 5:
To simulate the application of a torsion load on a cylindrical shaft in Pro/MECHANICA
using the Total Load Applied at Point (TLAP) functionality,...
... figure below, use to
dimension the sketch. Pick
to modify the dimensions.
Pick it as reference.
Pick it as reference.
Pick it as reference.
1
ME- 430 IntroductiontoComputer Aided Design ...
18
Click Apply button to change the color of part.
Click Close button.
Click to save the part.
3
Type in ARM_BRACK for the name of
the new ... window, create a new directory called ME- 430 (e.g.
H:\PTC_Working_Dir\ME- 430 ).
From File pull down menu, select Set
Working Directory.
Select Working Directory dialog
box appears...
... story, it is important to appreciate that, just as it took a full
half-century (1900— 53) to recognize the reality of brain acti-
vation in sleep, it has taken another half-century (19 53 20 03) ... Bottom the recognition that 'I
2 I
Introduction xi
1 What is dreaming? 1
2 Why did the analysis of dream content fail to become a
science? 17
3 How is the brain activated in sleep? 35 ... fail to become a science?
30
Freud ignored two important predecessors. One was David
Hartley, who ascribed the bizarre nature of dreams to too many
associations; he had a functional theory to...
... particles 132
7.2.2 Evolution of temperature: non-relativistic particles 132
7 .3 The plasma Universe 134
7.4 The matter era 135
7.5 The radiation era 136
7.5.1 Temperature and time 136
7.5.2 Timescales: ...
∗
(L/L
∗
)
−α
e
−L/L
∗
dL/L
∗
, (3. 12)
with L
∗
a constant.
3.3 .3 Luminosity density
Integrating equation (3. 11) with this function gives
l =
∗
L
∗
(2 + α), (3. 13)
where is the gamma function ... the
parameters in equation (3. 12) are: α ≈ 1.0,
∗
≈ 10
−2
h
3
Mpc
3
, (3) = 2and
L
∗
≈ 10
10
h
−2
L
. Quoted values for l fall in the range given in equation (3. 8).
3. 4 The mass -to- luminosity ratios...
... Plasma Compendium 47
3 A Universe of Plasma 49
3. 1 Plasma in the Beginning 49
3. 2 The Universe 52
3.3 The Magnetosphere 56
3. 4 Light From the Stars 60
3. 5 The Star’s Interior 63
3.6 The Solar Exterior ... Visit to an Exotic Nightclub 26
2 .3 A Joint Ping-Pong Game 27
2.4 The One-Mile Run 29
2.5 Shielding 33
2.6 Collisions 34
2.7 Swallowing and Ejecting Photons 37
2.8 The Agents 39
2.9 Safekeeping 43
2.10 ... momentum
to knock a proton out of its place in the atom. Even an electron (with its
small mass) was too light to do so. Any radiation capable of knocking a
proton out of an atom had to consist...
... Engineering
Department of ComputerScience
3/ 3
Listing 3 gives a scenario in which we try to develop a method getSize() to count the
number of nodes of the tree. To fulfill this job, we implement ... 2
3. RECURSION in BINARY TREE
Recursion is an unavoidable technique to handle many operations in a binary tree. In
Listing 2, an example is given to illustrate how to use recursion to collect ...
Faculty of ComputerScience and Engineering
Department of ComputerScience
2 /3
}
//
Tree::~Tree() {
destroy(root);
root = NULL;
}...
... them in to verify your answers:
pvec = 3: 2:10
pvec(2) = 15
pvec(7) = 33
pvec([2:4 7])
linspace(5,11 ,3)
logspace(2,4 ,3)
2.1.2 Creating Column Vectors
One way to create a column vector is to explicitly ... [1; 2; 3; 4]
c=
1
2
3
4
There is no direct way to use the colon operator to get a column vector.
However, any row vector created using any method can be transposed to result
in a column vector. ... refers to the value in the second row,
third column of mat:
>> mat = [2:4; 3: 5]
mat =
234
34 5
>> mat(2 ,3)
ans =
5
40
CHAPTER 2: Vectors and Matrices
The type char is used to store either...