I. Juhász

发表

ON THE TIGHTNESS OF G δ-MODIFICATIONS

Z. Szentmiklóssy, A. Dow, L. Soukup, 2018 .

On the tightness of $${G_\delta}$$Gδ-modifications

Z. Szentmiklóssy, A. Dow, L. Soukup, 2018, Acta Mathematica Hungarica.

Densely k-separable compacta are densely separable

A. Dow, I. Juhász, 2018, 1810.05071.

Cardinal restrictions on some homogeneous compacta

Z. Szentmiklóssy, I. Juhász, P. Nyikos, 2005 .

Commentationes Mathematicae Universitatis Carolinae

J. Gerlits, Z. Szentmiklóssy, I. Juhász, 2012 .

Martin's axiom and normality

I. Juhász, W. Weiss, 1978 .

Remarks on the cardinality of compact spaces and their Lindelöf subspaces

A. Hajnal, A. Hajnal, I. Juhász, 1976 .

Cardinal sequences of length < ω₂ under GCH

L. Soukup, I. Juhász, W. Weiss, 2006 .

Two More Hereditarily Separable Non-Lindelöf Spaces

K. Kunen, M. Rudin, I. Juhász, 1976, Canadian Journal of Mathematics.

Variations on countable tightness

J. Mill, I. Juhász, 2017, 1702.03714.

D-FORCED SPACES: A NEW APPROACH TO RESOLVABILITY

Z. Szentmiklóssy, L. Soukup, I. Juhász, 2006, math/0609090.

Resolvability and monotone normality

Z. Szentmiklóssy, L. Soukup, I. Juhász, 2006, math/0609092.

On the maximal resolvability of monotonically normal spaces

M. Magidor, I. Juhász, 2012 .

Conflict free colorings of (strongly) almost disjoint set-systems

A. Hajnal, Z. Szentmiklóssy, L. Soukup, 2010, 1004.0181.

More on countably compact, locally countable spaces

S. Shelah, L. Soukup, I. Juhász, 1988 .

On countably compact, locally countable spaces

I. Juhász, W. Weiss, Z. Nagy, 1979 .

G N ] 1 4 O ct 2 01 6 Weakly linearly Lindelöf monotonically normal spaces are

R. G. Wilson, V. Tkachuk, I. Juhász, 2016 .

Strong colorings yield -bounded spaces with discretely untouchable points

S. Shelah, I. Juhász, 2013, 1307.1989.

A first countable, initially ω1-compact but non-compact space

L. Soukup, P. Koszmider, I. Juhász, 2009 .

How large can a hereditarily separable or hereditarily Lindelöf space be?

S. Shelah, I. Juhász, 1986 .

Cardinal Functions II

I. Juhász, I. Juhász, 1984 .

On CCC boolean algebras and partial orders

A. Hajnal, Z. Szentmiklóssy, I. Juhász, 1997 .

Ken Kunen, the set-theoretic topologist

I. Juhász, 2011 .

The power set of ω Elementary submodels and weakenings of CH

K. Kunen, I. Juhász, 2001 .

Hereditarily Lindelöf spaces of singular density

S. Shelah, I. Juhász, 2008 .

Good, splendid and Jakovlev

I. Juhász, W. Weiss, 2007 .

On Jakovlev spaces

I. Juhász, U. Abraham, I. Gorelic, 2006 .

A separable normal topological group need not be Lindelöf

A. Hajnal, I. Juhász, I. Juhász, 1976 .

On the tightness of Gδ\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$${G_\delta}$$\end{document}-modifications

Z. Szentmiklóssy, A. Dow, L. Soukup, 2018, Acta Mathematica Hungarica.

Splitting strongly almost disjoint families

Saharon Shelah, István Juhász, Andras Hajnal, 1986 .

Strongly almost disjoint familes, revisited

S. Shelah, A. Hajnal, I. Juhász, 2000 .

A consistency result concerning hereditarily α-Lindelöf spaces

A. Hajnal, I. Juhász, 1973 .

A consistency result concerning hereditarily α-separable spaces

A. Hajnal, I. Juhász, 1973 .

On a problem of Sikorski

I. Juhász, W. Weiss, 1978 .

Discrete subspaces of topological spaces, II

A. Hajnal, I. Juhász, 1969 .

Discrete Subspaces of Topological Spaces1)1)A preliminary report containing the main results of this paper appeared in the Doklady Akad. Nauk. SSSR (see [1]).

A. Hajnal, I. Juhász, 1967 .

Cardinal functions in topology

I. Juhász, I. Juhász, 1971 .

Countably compact spaces all countable subsets of which are scattered

J. Mill, I. Juhász, 1981 .

Sequential compactness versus pseudo-radiality in compact spaces

Z. Szentmiklóssy, I. Juhász, 1993 .

Two improvements on Tkaÿcenko's addition theorem

J. Gerlits, Z. Szentmiklóssy, I. Juhász, 2005 .

Variations on ω-boundedness

J. Mill, I. Juhász, W. Weiss, 2013 .

Variations on ω-boundedness

I. Juhász, W. Weiss, J. van Mill, 2012, Israel Journal of Mathematics.

On σ-Filtered Boolean Algebras

Sabine Koppelberg, Stefan Geschke, Sakaé Fuchino, 2022 .

Weakly linearly lindelöf monotonically normal spaces are lindelöf

V. Tkachuk, I. Juhász, R. Wilson, 2016 .

Weakly linearly Lindel\"of monotonically normal spaces are Lindel\"of

V. Tkachuk, I. Juhász, R. Wilson, 2016, 1610.04506.

D-FORCED SPACES: A NEW APPROACH TO RESOLVABILITY

Z. Szentmiklóssy, L. Soukup, I. Juhász, 2006, math/0609090.

How to force a countably tight, initially ω1-compact and noncompact space?

L. Soukup, I. Juhász, 1996 .

Are initially $ω_1$ -compact separable regular spaces compact?

A. Dow, I. Juhász, 1997 .

Spaces of countable free set number and PFA

A. Dow, I. Juhász, 2022, Proceedings of the American Mathematical Society.

On the cardinality of separable pseudoradial spaces

A. Dow, I. Juhász, 2020, Topology and its Applications.

N ov 2 01 3 REGULAR SPACES OF SMALL EXTENT ARE ω-RESOLVABLE

Z. Szentmiklóssy, L. Soukup, I. Juhász, 2013 .

On hereditarily α-Lindelöf and α-separable spaces, II

István Juhász, Andras Hajnal, A. Hajnal, 1974 .

A consequence of Martin's axiom

A. Hajnal, I. Juhász, 1971 .

Normality and the weak cb property

I. Juhász, K. Hardy, 1976 .

On d-separability of powers and Cp(X)

Z. Szentmiklóssy, I. Juhász, 2008 .

More on sequentially compact implying pseudoradial

Z. Szentmiklóssy, A. Dow, L. Soukup, 1996 .

On the minimum character of points in Compact spaces

I. Juhász, 1989 .

Covering compacta by discrete subspaces

J. Mill, I. Juhász, 2007 .

Resolvability of spaces having small spread or extent

Z. Szentmiklóssy, L. Soukup, I. Juhász, 2006, math/0609091.

π(X) = δ(X) for compact X

S. Shelah, I. Juhász, 1989 .

Cardinal functions in topology : ten years later

I. Juhász, I. Juhász, 1980 .

Consistency Results in Topology

I. Juhász, I. Juhász, 1977 .

A strengthening of the Čech–Pospišil theorem

Z. Szentmiklóssy, I. Juhász, 2008 .

A generalization of nets and bases

I. Juhász, 1976 .

On the tightness of chain-net spaces

I. Juhász, W. Weiss, 1986 .

Having a small weight is determined by the small subspaces

A. Hajnal, I. Juhász, 1980 .

Characterizing continuity by preserving compactness and connectedness

J. Gerlits, Z. Szentmiklóssy, L. Soukup, 2002, math/0204125.

Convergent free sequences in compact spaces

Z. Szentmiklóssy, I. Juhász, 1992 .

Two set-theoretic problems in topology

I. Juhász, I. Juhász, 1977 .

Some New Directions in Infinite-combinatorial Topology

J. Gerlits, K. Ciesielski, J. Pawlikowski, 2004 .

Resolvability and monotone normality

Z. Szentmiklóssy, L. Soukup, I. Juhász, 2006, math/0609092.

The Topological Version of Fodor’s Theorem

I. Juhász, A. Szymanski, 2006 .

On Neumer’s theorem

I. Juhász, 1976 .

When is a Pixley-Roy hyperspace CCC?

A. Hajnal, I. Juhász, 1982 .

OMITTING THE CARDINALITY OF THE CONTINUUM IN SCATTERED SPACES

I. Juhász, W. Weiss, 1989 .

On the weight-spectrum of a compact space

I. Juhász, 1993 .

CH, a problem of Rolewicz and bidiscrete systems

I. Juhász, M. Džamonja, 2009, 0910.3091.