Classical And Quantum Mechanics With Lie Algebras
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A01=Yair Shapira
Acceleration
Angular Velocity
Author_Yair Shapira
Bifurcation Tree
Binary Tree
Binomial Coefficient
Binomial Formula
Brownian Motion
Canonical
Cantor Set
Cartan Criterion
Category=PHQ
Chaos Theory
Chinese Remainder Theorem
Classical Mechanics
Conservation of Angular Momentum
Conservation of Energy
Conservation of Momentum
Derivation
Derived
Differentiable Manifold
Einstein Formula
Electron
Electronic Structure
Energy Level
Engel Theorem
eq_bestseller
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
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Force
Generalized Eigenvector
Geometrical Mechanics
Geometrical Optics
Gravity
Hamiltonian
Hamiltonian Mechanics
Harmonic Oscillator
Hartree Product
Hartree-Fock System
HartreeAcAEURA"Fock System
Hartree–Fock System
Heisenberg Uncertainty Principle
Homomorphism
Indistinguishable
Inertia Matrix
Instability
Isomorphism
Jacobi Identity
Jordan Decomposition
Jordan Form
Killing Form
Kinetic Energy
Ladder Operator
Length Contraction
Lie Algebra
Lie Brackets
Lie Lemma
Lie Theorem
Logistic Equation
Lorentz Transformation
Moment of Inertia
Newton
Newton Law
Newtonian Mechanics
Newtonian Physics
Nilpotent
Noether Theorem
Nondeterministic
Observable
Olbers Paradox
Orthogonal
Pascal Triangle
Pauli Exclusion Principle
Pauli Matrix
Physics
Poisson Brackets
Polarization
Potential Energy
Principal Axis
Proper Time
Quantum Chemistry
Quantum Mechanics
Quantum Statistical Mechanics
Relativistic
Representation
Rest Mass
Riemann Normal Coordinates
Rotation
Semisimple
Simple Ideal
Simplectic
Slater Determinant
Solvable
Spacetime
Special Relativity
Speed of Light
Spin
Stability
State
Structure Constants
Time Dilation
Twin Paradox
Unitary
Universal Constant
Vector Product
Wave Function
Zeno Paradox
Product details
- ISBN 9789811241451
- Publication Date: 02 Aug 2021
- Publisher: World Scientific Publishing Co Pte Ltd
- Publication City/Country: SG
- Product Form: Paperback
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How to see physics in its full picture? This book offers a new approach: start from math, in its simple and elegant tools: discrete math, geometry, and algebra, avoiding heavy analysis that might obscure the true picture. This will get you ready to master a few fundamental topics in physics: from Newtonian mechanics, through relativity, towards quantum mechanics.Thanks to simple math, both classical and modern physics follow and make a complete vivid picture of physics. This is an original and unified point of view to highlighting physics from a fresh pedagogical angle.Each chapter ends with a lot of relevant exercises. The exercises are an integral part of the chapter: they teach new material and are followed by complete solutions. This is a new pedagogical style: the reader takes an active part in discovering the new material, step by step, exercise by exercise.The book could be used as a textbook in undergraduate courses such as Introduction to Newtonian mechanics and special relativity, Introduction to Hamiltonian mechanics and stability, Introduction to quantum physics and chemistry, and Introduction to Lie algebras with applications in physics.
