Login
Login
切换导航
Home
Articles
Journals
Books
News
About
Services
Submit
Home
Journal
Citations
Journals Menu
Articles
Archive
Indexing
Aims & Scope
Editorial Board
For Authors
Publication Fees
Open Special Issues
Published Special Issues
Special Issues Guideline
Follow SCIRP
Contact us
+1 323-425-8868
customer@scirp.org
+86 18163351462(WhatsApp)
1655362766
Paper Publishing WeChat
Advances in Pure Mathematics
Submission
Advances in Pure Mathematics
ISSN Print:
2160-0368
ISSN Online:
2160-0384
www.scirp.org/journal/apm
E-mail:
apm@scirp.org
Google-based Impact Factor:
0.50
Citations
h5
-index & Ranking
Journals Menu
Articles
Archive
Indexing
Aims & Scope
Editorial Board
For Authors
Publication Fees
"
Generalized Löb’s Theorem. Strong Reflection Principles and Large Cardinal Axioms
"
written by
J. Foukzon, E. R. Men’kova
,
published by
Advances in Pure Mathematics
,
Vol.3 No.3, 2013
has been cited by the following article(s):
Google Scholar
CrossRef
[1]
Inconsistent countable set in second order ZFC
NULL
[2]
Generalized Löb's Theorem. Strong Reflection Principles and Large Cardinal Axioms. Consistency Results in Topology and Homotopy Theory.
NULL
[3]
Inconsistent countable set in second order ZFC and nonexistence of the strongly inaccessible cardinals. Non consistency results in topology.
NULL
[4]
There Is No Standard Model of ZFC and ZFC2 with Henkin Semantics
2019
[5]
There is No Standard Model of ZFC and ZFC2. Part II.
2019
[6]
There is no standard model of ZFC
Journal of Global Research in Mathematical Archives (JGRMA)
,
2018
[7]
Generalized lob's theorem. Strong reflection principles and large cardinal axioms. Consistency Results in Topology
2017
[8]
There is No Standard Model of ZFC and ZFC2
2017
[9]
Generalized Löb's Theorem. Strong Reflection Principles and Large Cardinal Axioms. Consistency Results in Topology.
2015
[10]
Inconsistent countable set in second order ZFC and not existence of the strongly inaccessible cardinals.
2015
[11]
Inconsistent Countable Set in Second Order ZFC and Nonexistence of the Strongly Inaccessible Cardinals
British Journal of Mathematics and Computer Science
,
2015
[12]
Consistency results in topology and homotopy theory
2015
[13]
Strong Reflection Principles and Large Cardinal Axioms
2013
[14]
There is No Standard Model of ZFC and ZFC_2 with Henkin semantics. Generalized Lob's Theorem. Strong Reflection Principles and Large Cardinal Axioms …
2013
No relevant information.
Most cited
Most downloaded
E-Mail Alert
APM Subscription
Publication Ethics & OA Statement
Frequently Asked Questions
Recommend to Peers
Recommend to Library
Contact us
Disclaimer
History Issue
Open Special Issues
Published Special Issues
Special Issues Guideline
Follow SCIRP
Contact us
+1 323-425-8868
customer@scirp.org
+86 18163351462(WhatsApp)
1655362766
Paper Publishing WeChat
Free SCIRP Newsletters
Home
Journals A-Z
Subject
Books
Sitemap
Contact Us
About SCIRP
Publication Fees
For Authors
Peer-Review Issues
Special Issues
News
Service
Manuscript Tracking System
Subscription
Translation & Proofreading
FAQ
Volume & Issue
Policies
Open Access
Publication Ethics
Preservation
Retraction
Privacy Policy
Copyright © 2006-2024 Scientific Research Publishing Inc. All Rights Reserved.
Top