phy-4600/solutions/exam1/prob3

|a〉 and |b〉 are eigenstates of a Hermitian operator A with eigenvalues a and b, a ≠ b. The Hamiltonian operator is

    Ĥ = |a〉 δ 〈b| + |b〉 δ 〈a|, with δ a real number.

a) The eigenstates of the Hamiltonian can be determined by 

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update 2016-02-21 06:05:07 +00:00			`\|a〉 and \|b〉 are eigenstates of a Hermitian operator A with eigenvalues a and b, a ≠ b. The Hamiltonian operator is`

			`Ĥ = \|a〉 δ 〈b\| + \|b〉 δ 〈a\|, with δ a real number.`

not sure 2016-02-24 15:26:01 +00:00			`a) The eigenstates of the Hamiltonian can be determined by`
update 2016-02-21 06:05:07 +00:00
working on exam 1, still 2016-02-24 00:41:02 +00:00			`🔋`