### Some articles on *wavefunction*:

Laughlin

... In condensed matter physics, the Laughlin

**Wavefunction**... In condensed matter physics, the Laughlin

**wavefunction**is an ansatz, proposed by Robert Laughlin for the ground state of a two-dimensional electron ... Being a trial**wavefunction**, it is not exact, but qualitatively, it reproduces many features of the exact solution and quantitatively, it has very high overlaps with the exact ground state for small systems ... If is the single particle**wavefunction**of the LLL state with the lowest orbital angular momentum, then the Laughlin ansatz for the multiparticle**wavefunction**is where position is denoted by ...Eigentone - Quantum Mechanics

... In quantum mechanics, a state of a system is described by a

... In quantum mechanics, a state of a system is described by a

**wavefunction**which solves the Schrödinger equation ... when involving some sort of potential, the**wavefunction**is decomposed into a superposition of energy eigenstates, each oscillating with frequency of ... the energy of the system is measured, the**wavefunction**collapses into one of its eigenstates and so the particle**wavefunction**is described by the pure eigenstate corresponding to the ...Measurement Of Quantum Entanglement - Measurement From A Practical Point of View - Quantitative Details - Example

... mass and L is the box length), and the spatial

... mass and L is the box length), and the spatial

**wavefunction**is ... always certainly be, and this measurement will not affect the**wavefunction**... be measured with probability density If the measurement result was x=S, then the**wavefunction**after measurement will be the position eigenstate ...Slater–Condon Rules - Mathematical Background

... and σ denoting spatial and spin variables), a determinantal

... and σ denoting spatial and spin variables), a determinantal

**wavefunction**is denoted as A**wavefunction**differing from this by only a single orbital (the m ...Hellmann–Feynman Theorem

... states where is a Hamiltonian operator depending upon a continuous parameter , is a

... states where is a Hamiltonian operator depending upon a continuous parameter , is a

**wavefunction**(eigenfunction) of the Hamiltonian, depending implicitly upon , is the energy (eigenvalue) of ...Main Site Subjects

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