TTRR

AcronymDefinition
TTRRTexas Tech Red Raiders (Lubbock, TX)
TTRRTechnology Test Readiness Review
TTRRTechnical Test Readiness Review
TTRRTrainer Test Results Report
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References in periodicals archive ?
Now, using relations (A.2) and the TTRR (A.5), (2.18) becomes into
On recurrence relations for radial wave functions for the N-th dimensional oscillators and hydrogenlike atoms: analytical and nuberical study
We compute the polynomials involved in the differential recurrence relation by using the TTRR in terms of [[??].sub.n-1] (x) and [[??].sub.n] (x).
Using the TTRR and substituting it at the lowering operator then the raising operator for the orthogonal polynomials [[??].sub.n] is deduced.
An electrostatic interpretation of the zeros of the freud-type orthogonal polynomials
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