E-Mail: maxph@bristol.ac.uk
Phone: +44 117 9545436
I am a research assistant at the University of Bristol.
(with Sy-David Friedman and Philipp Lücke) Large Cardinals and Lightface Definable Wellorders without GCH.
In preparation.
(with Sy-David Friedman) A Quasi Lower Bound on the Consistency Strength of PFA.
Accepted for Transactions of the AMS, 2012. pdf
(with Sy-David Friedman) Condensation and Large Cardinals.
Fundamenta Mathematicae 215, no. 2, pp 133--166, 2011. pdf info
Dissertation: Condensation and Large Cardinals.
(2010, advisor: Sy D. Friedman) pdf info
Masters Thesis: Absoluteness Results in
Set Theory.
(2007, advisor: Sy D. Friedman) pdf
Condensation and Large Cardinals - A Simplified Version of my Dissertation.
(2013) pdf info
Large Cardinals and lightface definable Wellorders without GCH
Kurt Gödel Research Center, Vienna, 10.01.2013; Bristol Logic Seminar, 11.03.2013 --> pdf
The Outer Model Programme
Oxford Logic Seminar, 07.02.2013 --> pdf
L-like Models with Large Cardinals and a quasi lower Bound on the Consistency Strength of PFA.
PhD Colloquium Paderborn, 13.09.2012; Bristol Logic Seminar, 28.11.2012 --> pdf
Research Interests: I am interested in
set theory, in particular in large cardinals, forcing, forcing axioms,
absoluteness
principles, the constructible universe and the consistency of L-like properties with large cardinals.
----> Collection of Oberwolfach Set Theory Workshop 2011 slides
Teaching:
2012/2013: Mathematics Tutorials for 1st year students
- Thursdays 3pm-4pm, Royal Fort Gate House: 1.1, starting on October, 18th, 2012
Past Teaching
at the Kurt Gödel Research Center for Mathematical Logic, Vienna:
autumn 2011: Reading Course in Set Theory, Exercises for Introduction to Mathematical Logic.
spring 2011: Exercises for Axiomatic Set Theory 1.
spring 2010: Exercises for Axiomatic Set Theory 1.
spring 2009: Exercises for Axiomatic Set Theory 1.
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Old Exercises (Introduction to Mathematical Logic, autumn 2011):
1,
2,
3,
4,
5,
6,
7,
8,
9.
Reading Course in Set Theory info.
Old Exercises (Axiomatic Set Theory 1, spring 2011):
1,
2,
3,
4,
5,
6,
7,
8,
9,
10.
Old Exercises (Axiomatic Set Theory 1, spring 2010):
1,
2,
3,
4,
5,
6,
7,
8,
9,
10,
11,
12.
Old Exercises (Axiomatic Set Theory 1, spring 2009):
1,
2,
3,
4,
5,
6,
7,
8.