A dense domain for T₋₃,₃ in L²(−∞,∞)
College
College of Science
Department/Unit
Physics
Document Type
Conference Proceeding
First Page
1
Last Page
4
Publication Date
2013
Abstract
This paper attempts to construct a domain D(T-3,3) for the operator T-3,3 in the Hilbert Space H = L2 (−∞, ∞). The domain constructed is a linear span of the basic vectors φ(e\o) satisfying suitable conditions so that |(T-3,3φ(e\o))|2 < ∞. It was then shown that D(T-3,3) is dense in L2(−∞, ∞) making T-3,3 a densely-defined operator.
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Recommended Citation
Bunao, J. R., & Galapon, E. A. (2013). A dense domain for T₋₃,₃ in L²(−∞,∞)., 1-4. Retrieved from https://animorepository.dlsu.edu.ph/faculty_research/3129
Disciplines
Physics
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