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Quantum Mechanics II SS 2014
Quantum Mechanics II SS 2014

8. Superfluid to Mott-insulator transition
8. Superfluid to Mott-insulator transition

Downloadable Full Text - DSpace@MIT
Downloadable Full Text - DSpace@MIT

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Day 3 Lesson 8 Notes on Changes to m and b

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Alternative Approach to Time Evaluation of Schrödinger Wave

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An Introduction to Elementary Particle Phenomenology

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The Shooting Method (application to energy levels of the simple

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Knowing the slope of a line, m, and the y

... in slope-intercept form. Every other line has a slope and a y-intercept. We can write the equation in the form y = mx + b if we are given: the slope and y-intercept, the slope and a point or two points. We can graph lines in the form y = mx + b by starting at the y-intercept and counting off the slo ...
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Notes for Lecture 2 Miller Indices, Quantum Mechanics

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y - iyang

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The principle of relativity and the De Broglie relation - Loreto

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Lecture 1 - Particle Physics Research Centre

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An Introduction to the Mathematical Aspects of Quantum Mechanics:

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Quantum Circuit Theory for Mesoscoptic Devices

... MIT have generated data on the transport properties of quantum dots. Systematic experimental studies have been carried out for different gate voltages, magnetic fields, and temperatures. Our theoretical model for quantum dots will be closely checked against the experimental results. ...
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longitudinal plasma oscillations in an electric field

The Harmonic neutron Hypothesis: Derivation of planck
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Module P10.4 The Schrödinger equation

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CBrayMath216-4-1

... SPEAKER 1: So we just saw that there's a strong similarity between the structure of solutions to an nth order linear differential equation and the structure of the solutions to a matrix equation. In both cases, the solutions form vector spaces. So in both cases, we're talking about linear algebra pr ...
theory of gravity ``energy-wave``: the origin
theory of gravity ``energy-wave``: the origin

MAC 1140 Strategy for Solving Exponential Equations 1) Isolate the
MAC 1140 Strategy for Solving Exponential Equations 1) Isolate the

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Schrödinger equation

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