E)& have to be linear and hermitian

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Linear condition of an operator (A=const, B=const):

B)&

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In Quantum mechanics every physical quantity is associated with:

A)& A linear hermitian operator.

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The formula for an average value in the state :

E)&

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The formula for an average value in the state :

B)&

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The superposition principle is provided by:

A)& Linearity of operators.

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linear operator A is hermitian one if for any and the relation has place:

A)&

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linear operator A is hermitian one if for any and the relation has place:

D)&

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If an operator A converts a function in the same function but multiplied with some number then:

A)& is an eigen function of the operator A.

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Eigenfunctions of the operator are:

B)&

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Eigenvalues of the operator :

C)& can be any real number.

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Time-independent Shredinger equation:

D)& is an equation on eigenfunctions of Hamilton operator.

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Time-dependent Shredinger equation:

B)& determines time depending of a wave function.

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An average value can be found by the formula

A)&

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An average value can be found by the formula

A)&

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The commutator of operators is defined as

A)&

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Poisson brackets of operators are defined as

B)&

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Coordinate operator in the coordinate representation

A)& acts by multiplication

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Momentum operator in the coordinate representation

B)&

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Continuity equation:

A)&

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Condition of orthonormalization:

A)&

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Condition of orthonormalization:

A)&

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Hermitian conjugation condition

B)&

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Presupposition to Quantum Mechanics elaboration was

A)& The problem of black body radiation.

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The particle energy that input into de Broglie formula is defined by the equation:

A)&

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Date: 2016-04-22; view: 765