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Fundamenta Mathematicae, ISSN 0016-2736, 2017, Volume 239, Issue 3, pp. 221 - 258
We introduce a stronger version of an omega(1)-guessing model, which we call an indestructibly omega(1)-guessing model. The principle IGMP states that there... 
Approximation property | Igmp | Strongly proper | Indestructible guessing model | approximation property | MATHEMATICS | indestructible guessing model | strongly proper | IGMP | TREES
Journal Article
Transactions of the American Mathematical Society, ISSN 0002-9947, 10/2017, Volume 369, Issue 10, pp. 7405 - 7411
As a sample application, we prove the consistency (relative to that of ZFC plus a supercompact cardinal) of there being a strong limit singular cardinal \kappa... 
Successor of singular cardinal | Iterated forcing | Strong chain condition | Radin forcing | Indestructible supercompact cardinal | Universal graph | Forcing axiom | forcing axiom | MATHEMATICS | SEQUENCES | universal graph | indestructible supercompact cardinal | strong chain condition | iterated forcing
Journal Article
IEEJ Transactions on Electrical and Electronic Engineering, ISSN 1931-4973, 04/2018, Volume 13, Issue 4, pp. 652 - 653
In this paper, we propose a lightweight indestructible soft robot. Soft robots have soft bodies to adapt to various environments. They are expected to be... 
crash‐proof | soft robot | indestructible robot | GRIPPER | crash-proof | ENGINEERING, ELECTRICAL & ELECTRONIC | Robots | Muscles | Electric wire | Lightweight | Weight reduction
Journal Article
Izvestiya Ferrous Metallurgy, ISSN 0368-0797, 2017, Volume 60, Issue 7, pp. 527 - 530
Journal Article
Archive for Mathematical Logic, ISSN 0933-5846, 2/2016, Volume 55, Issue 1, pp. 19 - 35
Superstrong cardinals are never Laver indestructible. Similarly, almost huge cardinals, huge cardinals, superhuge cardinals, rank-into-rank cardinals,... 
03E40 | Algebra | Indestructible cardinals | Mathematics, general | Large cardinals | Mathematics | Forcing | Mathematical Logic and Foundations | 03E55 | MATHEMATICS | APPROXIMATION | STRONGLY COMPACT | LOGIC | Texts | Mathematical logic | Archives | Formulas (mathematics)
Journal Article
Topology and its Applications, ISSN 0166-8641, 12/2013, Volume 160, Issue 18, pp. 2411 - 2426
In this article we investigate which compact spaces remain compact under countably closed forcing. We prove that, assuming the Continuum Hypothesis, the... 
Indestructible | Inaccessible cardinal | Selection principles | Topological games | Compact | Borelʼs Conjecture | Borel's Conjecture | MATHEMATICS | POINT-OPEN GAMES | MATHEMATICS, APPLIED | LINDELOF SPACES | CARDINALITY | CONJECTURE
Journal Article
Topology and its Applications, ISSN 0166-8641, 2012, Volume 159, Issue 1, pp. 331 - 340
We discuss relationships in Lindelöf spaces among the properties “indestructible”, “productive”, “ D”, and related properties. 
Indestructible | Hurewicz | Productively Lindelöf | Lindelöf | Menger | Alster | Countably closed forcing | Secondary | Primary | MATHEMATICS | MATHEMATICS, APPLIED | Productively Lindelof | TOPOLOGICAL GAMES | CARDINALITY | Lindelof | COMBINATORICS
Journal Article
Journal of Mathematical Analysis and Applications, ISSN 0022-247X, 02/2016, Volume 434, Issue 2, pp. 1419 - 1434
We address the question: Are the inner functions in the uniform closure in H∞ of the indestructible Blaschke products? We show, in particular, that every inner... 
Indestructible | Blaschke product | Inner function | Singular inner function | MATHEMATICS | MATHEMATICS, APPLIED
Journal Article
Real Anal. Exchange, 2011, Volume 37, Issue no. 1, pp. 55 - 60
The main goal of this note is to prove the following theorem. If \(A_n\) is a sequence of measurable sets in a \(\sigma\)-finite measure space \((X,... 
density zero | pseudo-intersection | 28A99 | random | forcing | 03E40 | 03E35 | P-ideal | indestructible | analytic
Journal Article
Fundamenta Mathematicae, ISSN 0016-2736, 2009, Volume 202, Issue 2, pp. 161 - 180
We show that if a colouring c establishes omega(2) negated right arrow [(omega(1) : omega)](2) then c establishes this negative partition relation in each... 
Anti ramsey | Partition relations | Rainbow ramsey | Martin's Axiom | Polychromatic ramsey | Indestructible, forcing | MATHEMATICS | forcing | anti Ramsey | polychromatic Ramsey | indestructible | rainbow Ramsey | partition relations
Journal Article
Annals of Pure and Applied Logic, ISSN 0168-0072, 2003, Volume 120, Issue 1, pp. 1 - 63
It is proved, under Martin's Axiom, that all ( ω 1, ω 1) gaps in P( N)/ fin are indestructible in any forcing extension by a separable measure algebra. This... 
Haar random real | Indestructible gap | Baire property of Δ31 non- Δ31-complete sets | Baire property of Δ1/3 non Δ1/3-complete sets | MATHEMATICS | indestructible gap | MATHEMATICS, APPLIED | TOWERS | REALS | SET-THEORY | IDEALS | Baire property of Delta non-Delta-complete sets
Journal Article
Archive for Mathematical Logic, ISSN 0933-5846, 8/2013, Volume 52, Issue 5, pp. 593 - 602
We give a characterization of extendibility in terms of embeddings between the structures H λ . By that means, we show that the GCH can be forced (by a class... 
Algebra | Generalized continuum hypothesis (GCH) | Indestructible cardinals | Extendible cardinals | 03E35 | Mathematics, general | Mathematics | Mathematical Logic and Foundations | 03E55 | MATHEMATICS | SUPERCOMPACTNESS | LOGIC | Logic | Mathematical analysis | Set theory | Mathematical logic | Embedded structures | Archives | Preserving
Journal Article
Mathematical logic quarterly, ISSN 0942-5616, 2001, Volume 47, Issue 4, pp. 563 - 571
We show that if the weak compactness of a cardinal is made indestructible by means of any preparatory forcing of a certain general type, including any forcing... 
MATHEMATICS | weakly compact cardinal | supercompact cardinal | Ramsey cardinal | delta-strategically closed forcing | indestructible | kappa-directed closed forcing | closure point forcing
Journal Article
International Journal of Pharmaceutical Sciences Review and Research, ISSN 0976-044X, 07/2013, Volume 21, Issue 1, pp. 260 - 265
Journal Article
Miscelánea Comillas, ISSN 0210-9522, 02/2013, Volume 69, Issue 134, pp. 123 - 164
An interpretation is proposed of Meursault (A. Camus, The Stranger) fromthe point of view of Eugene Gendlin’s Philosophy of the Implicit, attempting toexplain... 
Lo implícito, Interacción indestructible (sujeto-contexto), Contexto experiencial, Construcción de imagen, Metáfora
Journal Article
Real Analysis Exchange, ISSN 0147-1937, 1/2012, Volume 37, Issue 1, pp. 55 - 60
The main goal of this note is to prove the following theorem. If is a sequence of measurable sets in a -finite measure space ( , , ) that covers -a.e. ∊... 
Mathematical set theory | Zero | Cantor set | Mathematical theorems | Natural numbers | Mathematical functions | Research Articles | Density | Indestructible | Pseudo-intersection | Random | Analytic | Density zero | Forcing | P-ideal
Journal Article
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