On basis properties of degenerate exponential system

HIGHLIGHTS

• who: Mamedova Zahira from the (UNIVERSITY) have published the Article: On Basis Properties of Degenerate Exponential System, in the Journal: (JOURNAL)

SUMMARY

2. Completeness and Minimality Basis properties of classical system of exponents eint in Lebesgue spaces L p   π, π ,1  p  , are The authors consider a system of exponents   En   nZ    t  eint nZ, nZ well studied (see e_g_[1-4]). He proved that the degenerate system of exponents x  eint  nZ 1 forms a basis for L2   π, π , but is not 2 Riesz basis when   0. It follows directly . . .

 



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