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2017

2017

We are interested in the possible sets of cardinalities of Kurepa trees in models of $ZFC$ $+$ $CH$.
In this paper we present a… Expand

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2013

2013

A highly rigid Souslin tree T is constructed such that forcing with T turns T into a Kurepa tree. Club versions of previously… Expand

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2012

2012

We show that compact cardinals and MM are sensitive to λ-closed forcings for arbitrarily large λ. This is done by adding… Expand

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2005

2005

Refinements of Buzano’s and Kurepa’s inequalities in inner product spaces and applications for discrete and integral inequalities… Expand

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2001

2001

In this paper we are concerned with the existence and multiplicity of radial solutions to the BVP whereB is an open ball in ℝK… Expand

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1996

1993

1993

By an ω1-tree we mean a tree of power ω1 and height ω1. We call an ω1-tree a Jech-Kunen tree if it hask-many branches for somek… Expand

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1993

1993

SummaryBy an ω1 we mean a tree of power ω1 and height ω1. An ω1-tree is called a Kurepa tree if all its levels are countable and… Expand

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Highly Cited

1992

Highly Cited

1992

Chaos is the generic term used to describe the output, under certain conditions, of nonlinear dynamical systems. It is generally… Expand

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Highly Cited

1965

Highly Cited

1965

1. INTRODUCTION In this paper our main object is the study of relations between cardinal numbers which are written in the form a… Expand

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