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Lecture Notes in Thermal Physics 
Posted on 20141021
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Introduction
1
The overall object of thermal and statistical physics is to understand
the behavior of macroscopic systems from the microscopic interactions
between the particles making up the systems. Is this possible? In gen
eral? Yes. We know of many examples where the collective properties
of macroscopic objects do not depend on the microscopic details. For
example, a liquid will behave as a liquid if it is made from metal, glass,
water, polymers (macromolecules) or liquid hydrogen!
Macroscopic materials have common properties that . . . . 






Quantum Mechanics  Lecture Notes 
Posted on 20141020
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The operator
H
is directly related to the Hamiltonian function in classical
physics, which will be defined in the first chapter. The ketvector state and
its physical meaning will be introduced in the second chapter. Chapter 3
reviews the position and momentum operators, whereas chapter 4 discusses
dynamics of quantum systems. The second part of the course (chapters 57)
is devoted to some relatively simple quantum systems including a harmonic
oscillator, spin,hydrogen atom and more. In chapter 8 we will study quantum
systems in therma . . . . 






An Introductiont o Medicinal Chemistry 
Posted on 20141016
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This text is aimed at undergraduates who
have a basic grounding in chemistry and
are interested in a future career
in the pharmaceutical industry.
It attempts to convey something
of the fascination of working
in a field which
overlaps the disciplines
of chemistry, biochemistry, cell
biology, and pharmacology.
No previous knowledge of
biology is assumed and the
first six chapters cover the
basics of
cell structure, proteins,
and nucleic acid sas applied
to drug design. Chapters 7, 8, and 9
describe the
general tactics
employed . . . . 






Computational Physics: Problem Solving with Computers 
Posted on 20141015
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This is not the book I thought I’d be writing. When, about a decade ago, I initiated the
discussions that led to our Computational Physics course, I thought we would teach mainly
physics in it. The Computer Science Department, I thought, would teach the students what they
needed to know about computers, the Mathematics Department would teach them what they
needed to know about numerical methods and statistics, and I would teach them what I knew
about applying that knowledge to solve physics problems using computers. That’s how I thought
i . . . . 






An introduction to spinors 
Posted on 20141014
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We introduce spinors, at a level appropriate for an undergraduate or first year graduate course on relativity, astrophysics or particle physics. The treatment assumes very little mathematical knowledge (mainly just vector analysis and some idea of what a group is). The SU(2)SO(3) homomorphism is presented in detail. Lorentz transformation, chirality, and the spinor Minkowski metric are introduced. Applications to electromagnetism, parity violation, and to Dirac spinors are presented. A classical form of the Dirac equation is obtained, and the . . . . 






AdS/CFT Duality User Guide 
Posted on 20141002
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This is the draft version of a textbook on "realworld" applications of the AdS/CFT duality for beginning graduate students in particle physics and for researchers in the other fields. The aim of this book is to provide background materials such as string theory, general relativity, nuclear physics, nonequilibrium physics, and condensedmatter physics as well as some key applications of the AdS/CFT duality in a single textbook. Contents: (1) Introduction, (2) General relativity and black holes, (3) Black holes and thermodynamics, (4) . . . . 






