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Following purely Dirichlet case [ 2– 11], we, for definiteness, will speak about the quantum particle of the mass m and charge (with e being an absolute value of the electron charge) and the wavefunction Ψ that governs its motion through the solution of the corresponding steady state Schrödinger equation.
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with e being a nonpositive integer.
Hence, E is an interval.
A e is an embedded T1 FS.
If x : T → E is an a.e.
Suppose that E is an RN module.
If y : T → E is an a.e.
If (Eneqemptyset), then E is an interval.
(viii) E is an arc expression function.
L C ( E ) is an exchange ring.
C ∗ ( E ) is an (algebraic) exchange ring.
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