While traveling downtown today, I came across a sign near a local church, with a quotation of Saint-Exupéry:

### Archives

### Recent blog posts

- Genearlizations of Martin’s Axiom and the well-met condition January 11, 2015
- Many diamonds from just one January 6, 2015
- Happy new jewish year! September 24, 2014
- Square principles April 19, 2014
- Partitioning the club guessing January 22, 2014
- Walk on countable ordinals: the characteristics December 1, 2013
- Polychromatic colorings November 26, 2013
- Universal binary sequences November 14, 2013

### Keywords

Rainbow sets Prevalent singular cardinals Singular cardinals combinatorics Martin's Axiom PFA stationary hitting OCA Almost countably chromatic Successor of Singular Cardinal Rock n' Roll Hereditarily Lindelöf space Forcing Universal Sequences square Club Guessing Almost-disjoint famiy Hedetniemi's conjecture incompactness b-scale Knaster Whitehead Problem approachability ideal Large Cardinals Singular Cofinality Weakly compact cardinal Minimal Walks Ostaszewski square Chromatic number Poset sap Axiom R Foundations Singular Density reflection principles Cardinal Invariants L-space Mandelbrot set Prikry-type forcing S-Space Diamond Absoluteness stationary reflection Forcing Axioms Souslin Tree projective Boolean algebra free Boolean algebra diamond star Shelah's Strong Hypothesis Rado's conjecture Aronszajn tree very good scale tensor product graph Cohen real Non-saturation ccc Erdos-Hajnal graphs Generalized Clubs weak diamond weak square Sakurai's Bell inequality Dushnik-Miller P-Ideal Dichotomy Square-Brackets Partition Relations Uniformization Successor of Regular Cardinal PFA(S)[S] Cardinal function middle diamond polarized partition relation Small forcing Partition Relations Constructible Universe Erdos Cardinal Kurepa Hypothesis Antichain

I guess my spirit is pretty ruined then.

2 likes