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Abstract. In this paper, we study spectral properties of class $p$-$wA(s,t)$ operators with $0< p\leq1$ and $0< s,t,s+t\leq1$. We show that Weyl's theorem and Putnam's inequality hold for class $p$-$wA(s,t)$ operators.
DOI: 10.14232/actasm-017-020-y
AMS Subject Classification
(1991): 47A10, 47A20, 47B20
Keyword(s):
class $p$-$wA(s,
t)$,
normaloid,
reguloid,
Weyl's theorem,
Putnam's inequality
Received March 28, 2017, and in revised form November 24, 2017. (Registered under 20/2017.)
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