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Derivatives & Primitives Sheet
A sheet containing all the rules for derivatives and primitives (including substitution and Leibniz rule) and 2 pages of examples.
£6.25 Preview RemoveMaths Question paper class 8
This notes is for class 8 and it can be useful to you. If you need this then you can buy.
£0.50 Preview RemoveLaplace Transform
Definition of Laplace Transform and Inverse Laplace Transform. Laplace transform of common functions. Laplace transform properties/identities.
£6.25 Preview RemoveConjugate gradient Method.
Most important topic in Numerical methods and analysis.
£2.00 Preview RemoveMath quizzes and answers 04
This is a set of questions that help you test your ability to solve math problems, consolidate your knowledge and practice necessary skills. After the question section are the answers so you can compare your results. Don't hesitate to order this useful document! Have a good day!
£7.50 Preview Removelinear operators in quantum mechanics L1
These are lectures notes in quantum mechanics. Especially on mathematical side of it. Best for students who have started their QM course.In quantum mechanics physical parameters are represented as operators, unlike in Newtonian mechanics. Momentum operator, kinetic energy operator and position operator are few of them. So the knowledge of how to work with operators is essential. Use them as a guide to solving problems along with YOUR lecture notes. L1 - dual vector space, orthonormal basis, linear operators, matrix elements of operators, kernal of the integral operator, commutator.
£1.50 Preview Remove(Mini)Textbook: A3 Quantum Mechanics (Oxford, Second Year MPhys)
These notes cover some of the basics of Quantum Mechanics, including Introduction (Quantum States, Operators and Observables, The Position Representation, The Momentum Representation), The Schrodinger Equations (TISE, TDSE, Probability Current, Ehrenfest's Theorem), Quantum Mechanics and Waves (A General Framework, The Potential Step, Square Well, The Dirac-Delta Well), The Quantum Harmonic Oscillator (The Hamiltonian and Operators, Stationary States, Wave-functions of Stationary States, Dynamics of Oscillators), Angular Momentum (Symmetries and Conservation Laws, Orbital Angular Momentum, Spin Angular Momentum, Composite Systems, The Hydrogen Atom), Perturbation Theory (Time-Independent Perturbation Theory, The Variational Principle, Time-Dependent Perturbation Theory, Transitions and Selection Rules, Atoms in a Weak Magnetic Field) and Multiple Particle Systems (Exchange Symmetry, The Helium Atom, The Periodic Table). The 95 pages of text is written in LaTeX, and is properly indexed. There are worked examples and derivations for all of the concepts covered. These notes are based on the second year MPhys courses "Quantum Mechanics" (lectured by Steve Blundell) and "Further Quantum Mechanics" (lectured by John Chalker) at the University of Oxford.
£9.99 Preview Remove