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Cantor's Attic

From Cantor's Attic. Descent into History photo by Ernie Reyes. Climb into Cantor's Attic, where you will find infinities large and small. We aim to provide a comprehensive resource of information about all notions of mathematical infinity. Our site is organized into several large categories:. The upper attic is the realm of large cardinals and the higher infinite, extending from inaccessibility to inconsistency. The lower attic classifies various large countable ordinals. About Cantor's Attic.

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Cantor's Attic | cantorsattic.info Reviews
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From Cantor's Attic. Descent into History photo by Ernie Reyes. Climb into Cantor's Attic, where you will find infinities large and small. We aim to provide a comprehensive resource of information about all notions of mathematical infinity. Our site is organized into several large categories:. The upper attic is the realm of large cardinals and the higher infinite, extending from inaccessibility to inconsistency. The lower attic classifies various large countable ordinals. About Cantor's Attic.
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1 cantor's attic
2 jump to navigation
3 the upper attic
4 the middle attic
5 the lower attic
6 the parlour
7 the playroom
8 the library
9 the cellar
10 how to help
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Cantor's Attic | cantorsattic.info Reviews

https://cantorsattic.info

From Cantor's Attic. Descent into History photo by Ernie Reyes. Climb into Cantor's Attic, where you will find infinities large and small. We aim to provide a comprehensive resource of information about all notions of mathematical infinity. Our site is organized into several large categories:. The upper attic is the realm of large cardinals and the higher infinite, extending from inaccessibility to inconsistency. The lower attic classifies various large countable ordinals. About Cantor's Attic.

INTERNAL PAGES

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1

Community portal - Cantor's Attic

http://cantorsattic.info/Community_portal

From Cantor's Attic. Welcome to the Cantor's Attic community. We aim to provide a comprehensive high-quality reference for all concepts of infinity in mathematics, including particularly the diverse large cardinal concepts, proof-theoretic ordinals, fine-structural ordinals and all other infinitary concepts studied in set theory, logic and mathematics. Cantor's Attic style guidelines. Knowledgeable users should create new entries where they are needed. Be respectful of other's contributions. The goal is ...

2

The middle attic - Cantor's Attic

http://cantorsattic.info/Middle_attic

From Cantor's Attic. St Augustine Lighthouse photo by Madrigar. Welcome to the middle attic, where the uncountable cardinals, that solid stock of mathematics, begin their endless upward structural progession. Here, we survey the infinite cardinals whose existence can be proved in, or is at least equiconsistent with, the ZFC axioms of set theory. Into the upper attic. Cardinals, $V delta prec V$. And the Feferman theory. And $ Sigma n$-correct. Numbers and the $ beth alpha$ hierarchy. And the strong limit.

3

Cantor's Attic:Current events - Cantor's Attic

http://cantorsattic.info/Cantor's_Attic:Current_events

From Cantor's Attic. Global set theory seminar announcements. Newest set theory content on mathoverflow.net. Newest set theory content on math.stackexchange.com. Retrieved from " http:/ cantorsattic.info/index.php? This page was last modified on 1 January 2012, at 13:15. This page has been accessed 7,324 times. About Cantor's Attic.

4

Talk:Cantor's Attic - Cantor's Attic

http://cantorsattic.info/Talk:Cantor's_Attic

From Cantor's Attic. This talk page is a forum for discussing general issues regarding the development of Cantor's Attic. Please post comments below in each section. Sign your comment with four tilde symbols. To leave your username and timestamp. Please add new topics at the top. Upper, Middle and Lower Attics. Pages on general set-theoretic Background? Adding non-large cardinal set-theoretic statements with LC strength? How to handle ZF cardinals? 09:03, 6 January 2012 (PST). For references, the playroom.

5

The upper attic - Cantor's Attic

http://cantorsattic.info/Upper_attic

From Cantor's Attic. Cape Pogue Lighthouse photo by Timothy Valentine. Welcome to the upper attic, the transfinite realm of large cardinals, the higher infinite, carrying us upward from the merely inaccessible and indescribable to the subtle and endlessly extendible concepts beyond, towards the calamity of inconsistency. J:L(V { lambda 1}) to L(V { lambda 1})$. Rank 1 into rank 1. Cardinal $j:V { lambda 1} to V { lambda 1}$. Cardinal $j:V lambda to V lambda$. Cardinal, Woodin for supercompactness.

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Victoria Gitman | Mathematical Explorations

http://boolesrings.org/victoriagitman

Home at Booles’ Rings. 8220;If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is.” — John von Neumann. Welcome to my blog! I am a visiting scholar at the CUNY Graduate Center. Starting Fall 2014, I will be co-organizing the CUNY Set Theory Seminar. With Thomas Johnstone. My most recent CV is here. Visit Cantor’s Attic. Here is my WordPress profile. Generic Vopěnka’s Principle, remarkable cardinals, and the weak Proper Forcing Axiom. V Gitman ...

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Norman Lewis Perlmutter | LaGuardia Community College

http://boolesrings.org/perlmutter

Skip to primary content. Skip to secondary content. August 2, 2016. As a side project, I hope to find some time to do a bit of research for MIRI. I’ve discussed MIRI research in a couple of recent posts here. I plan to continue updating this blog with stuff on MIRI research and other updates on my life. I’ll miss my colleagues in New York, and I hope we keep in touch. My students are welcome to keep in touch as well. Two agent mild optimization. August 1, 2016. Here is a paper. August 1, 2016. In Norther...

jdh.hamkins.org jdh.hamkins.org

Teaching | Joel David Hamkins

http://jdh.hamkins.org/category/teaching

Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Survey of Logic for Philosophers, CUNY GC PHIL 76500, Spring 2016. November 11, 2015. Survey of Logic for Philosophers. Students will solve weekly problem sets and write a final paper on a topic chosen in consultation with me. Students talks on their research projects. The logic of missing information. The fundamental theorem ...

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Grants and Awards | Joel David Hamkins

http://jdh.hamkins.org/category/grants-and-awards

Mathematics and philosophy of the infinite. Skip to primary content. Skip to secondary content. Recent and Upcoming Talks. About My Graduate Students. List of My Graduate Students. Category Archives: Grants and Awards. On the strength of second-order set theories beyond ZFC, PSC-CUNY Research Award grant, 2016. April 16, 2016. J D Hamkins, On the strength of second-order set theories beyond ZFC, PSC-CUNY Research Award grant #69573-00 47, funded for 2016-2017. Click to print (Opens in new window). I shal...

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Mr. Cantor's AP Psychology Blog

Mr Cantor's AP Psychology Blog. This blog is for students in Mr. Cantor's AP Psychology class at North-Grand High School. To contact Mr. Cantor please e-mail at ptdworkin-cantor@cps.edu. Tuesday, March 6, 2018. Unit 12 Human Development - How we change and grow over time. Hank and the Crash Course about Piaget and more. The animation showing Piaget's concepts of assimilation and accommodation can be seen at http:/ epltt.coe.uga.edu/index.php? Http:/ epltt.coe.uga.edu/index.php? Good 4 min video: https:/ ...

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Cantor's Attic

From Cantor's Attic. Descent into History photo by Ernie Reyes. Climb into Cantor's Attic, where you will find infinities large and small. We aim to provide a comprehensive resource of information about all notions of mathematical infinity. Our site is organized into several large categories:. The upper attic is the realm of large cardinals and the higher infinite, extending from inaccessibility to inconsistency. The lower attic classifies various large countable ordinals. About Cantor's Attic.

cantorsbiologyblog.blogspot.com cantorsbiologyblog.blogspot.com

Mr. Cantor's Biology Blog

Mr Cantor's Biology Blog. This blog will list homework assignments as well as helpful links and other information for students in Biology and Honors Biology at North-Grand High School. You can contact Mr. Cantor at ptdworkin-cantor (at) cps . edu. Wednesday, June 11, 2014. End of Course Evaluation - Anonymous Survey. If the form does not appear below, you can go to this link https:/ docs.google.com/. End of course evaluation. Wednesday, May 28, 2014. Evolutionary Events and Geologic Time (Deep Time).

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Gary Cantor Art

Studied art under John Baldissarri as part of a high school protégé program at the San Diego Museum of Fine Arts and then went on to earn his degree in art from the University of Southern California. After graduating, he continued his art studies in Europe and Israel. His work has appeared in various public venues including the San Diego Museum of Art, San Diego Art Institute, San Diego State University, University of Arizona, and the San Diego Jewish Community Center. Email: gcantor1@san.rr.com.

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Gary Cantor Art

Studied art under John Baldissarri as part of a high school protégé program at the San Diego Museum of Fine Arts and then went on to earn his degree in art from the University of Southern California. After graduating, he continued his art studies in Europe and Israel. His work has appeared in various public venues including the San Diego Museum of Art, San Diego Art Institute, San Diego State University, University of Arizona, and the San Diego Jewish Community Center. Email: gcantor1@san.rr.com.

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cantorscher.com

Welcome to Cantor Tracey Scher’s Website. Rehearsing kids’ choirs URJ Biennial 2011. The clergy at Rodef Shalom. Relaxing with the Kol Machar choir. Leading a tour in the Holy Land. Relaxing before the Vatican performance. Concert at Temple Rodef Shalom. URJ’s newest camp, Six Points Sports Academy. Welcome to Cantor Tracey Scher’s Website. Professional and personal insights shared by Cantor Scher. Transcripts of recent reflections from Cantor Scher. Contact Cantor Scher at cantorscher@gmail.com.