Add to ORKGIn this note, we relax the hypothesis of the main results in Kellner-Shelah-Tanasie's Another ordering of the ten cardinal characteristics in Cichoń's diagram
We use core model theory to obtain the following lower bounds to the consistency strength for the fa...
In this thesis, we define and study Turing characteristics. These are sets of oracles of computatio...
Abstract. We describe a framework for proving consistency results about singular cardinals of arbitr...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
summary:It is consistent that $$ \aleph_1 < {\rm add}{(\mathcal N)}< {\rm add}{(\mathcal M)}= \mathf...
summary:It is consistent that $$ \aleph_1 < {\rm add}{(\mathcal N)}< {\rm add}{(\mathcal M)}= \mathf...
This dissertation surveys several topics in the general areas of iterated forcing, infinite combinat...
This dissertation surveys several topics in the general areas of iterated forcing, infinite combinat...
These are the lectures notes of the minicourse of three sessions presented by the author in the RIMS...
AbstractIn our previous paper (Eda et al., to appear), we introduced a cardinal invariant b* and stu...
In the following κ and λ are arbitrary regular uncountable cardinals. What was known? Theorem 1 (Bal...
We prove the consistency of: for suitable strongly inaccessible cardinal lambda the dominating numbe...
AbstractAssuming the existence of ω compact cardinals in a model on GCH, we prove the consistency of...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
Die vorliegende Dissertation verwendet die forcing Methode für Untersuchungen an den reellen Zahlen ...
We use core model theory to obtain the following lower bounds to the consistency strength for the fa...
In this thesis, we define and study Turing characteristics. These are sets of oracles of computatio...
Abstract. We describe a framework for proving consistency results about singular cardinals of arbitr...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
summary:It is consistent that $$ \aleph_1 < {\rm add}{(\mathcal N)}< {\rm add}{(\mathcal M)}= \mathf...
summary:It is consistent that $$ \aleph_1 < {\rm add}{(\mathcal N)}< {\rm add}{(\mathcal M)}= \mathf...
This dissertation surveys several topics in the general areas of iterated forcing, infinite combinat...
This dissertation surveys several topics in the general areas of iterated forcing, infinite combinat...
These are the lectures notes of the minicourse of three sessions presented by the author in the RIMS...
AbstractIn our previous paper (Eda et al., to appear), we introduced a cardinal invariant b* and stu...
In the following κ and λ are arbitrary regular uncountable cardinals. What was known? Theorem 1 (Bal...
We prove the consistency of: for suitable strongly inaccessible cardinal lambda the dominating numbe...
AbstractAssuming the existence of ω compact cardinals in a model on GCH, we prove the consistency of...
We develop a version of Cichoń’s diagram for cardinal invariants on the generalized Cantor space 2 κ...
Die vorliegende Dissertation verwendet die forcing Methode für Untersuchungen an den reellen Zahlen ...
We use core model theory to obtain the following lower bounds to the consistency strength for the fa...
In this thesis, we define and study Turing characteristics. These are sets of oracles of computatio...
Abstract. We describe a framework for proving consistency results about singular cardinals of arbitr...