For families of continuous plurisubharmonic functions we show that, in a local sense, separately bounded above implies bounded above
summary:We shall characterize the sets of locally uniform convergence of pointwise convergent sequen...
We extend the notion of quasibounded harmonic functions to the plurisubharmonic setting. As an appli...
The main theorem of this note is the following refinement of the well-known Lelong-Bremermann Lemma:...
We study the Perron–Bremermann envelope P(μ, φ):=sup{u(z) ; u ∈ PSH(Ω), (ddcu)n≥ μ, u^* ≤ φ} on a B-...
We prove that every bounded finely plurisubharmonic function can be locally (in the pluri-fine topol...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
AbstractWe investigate the computable content of the Uniform Boundedness Theorem which states that a...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46281/1/209_2004_Article_743.pd
AbstractA weak and a strong concept of plurifinely plurisubharmonic and plurifinely holomorphic func...
AbstractLet A be a uniform algebra with maximal ideal space MA. A notion of subharmonicity is define...
AbstractWe show that if X is a Banach space with a Schauder basis, Ω⊂X is a pseudoconvex open subset...
Precise conditions for a subset A of a Banach space X are known in order that pointwise bounded on A...
Abstract. Precise conditions for a subset A of a Banach space X are known in order that pointwise bo...
AbstractIt is shown that every holomorphic function on c0 which is bounded on weakly compact sets is...
Inspired by Chen-Wu-Wang (Math. Ann. 362: 305--319, 2015), we prove a Hartogs type extension theorem...
summary:We shall characterize the sets of locally uniform convergence of pointwise convergent sequen...
We extend the notion of quasibounded harmonic functions to the plurisubharmonic setting. As an appli...
The main theorem of this note is the following refinement of the well-known Lelong-Bremermann Lemma:...
We study the Perron–Bremermann envelope P(μ, φ):=sup{u(z) ; u ∈ PSH(Ω), (ddcu)n≥ μ, u^* ≤ φ} on a B-...
We prove that every bounded finely plurisubharmonic function can be locally (in the pluri-fine topol...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
AbstractWe investigate the computable content of the Uniform Boundedness Theorem which states that a...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46281/1/209_2004_Article_743.pd
AbstractA weak and a strong concept of plurifinely plurisubharmonic and plurifinely holomorphic func...
AbstractLet A be a uniform algebra with maximal ideal space MA. A notion of subharmonicity is define...
AbstractWe show that if X is a Banach space with a Schauder basis, Ω⊂X is a pseudoconvex open subset...
Precise conditions for a subset A of a Banach space X are known in order that pointwise bounded on A...
Abstract. Precise conditions for a subset A of a Banach space X are known in order that pointwise bo...
AbstractIt is shown that every holomorphic function on c0 which is bounded on weakly compact sets is...
Inspired by Chen-Wu-Wang (Math. Ann. 362: 305--319, 2015), we prove a Hartogs type extension theorem...
summary:We shall characterize the sets of locally uniform convergence of pointwise convergent sequen...
We extend the notion of quasibounded harmonic functions to the plurisubharmonic setting. As an appli...
The main theorem of this note is the following refinement of the well-known Lelong-Bremermann Lemma:...
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