Model theory and Analysis

Patrick Speissegger

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July 9, 2019

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Recent Posts in Research

Liouville closure?
January 10, 2019
Closure under composition?
January 10, 2019
Ilyashenko algebras based on transserial asymptotic expansions
January 8, 2019
Analytic continuation of $\log$-$\exp$-analytic germs
August 16, 2017
Ilyashenko algebras: putting it all together
March 21, 2017

Recent Posts in Teaching

Building Toffoli gates from 1-gates and CNOT
April 15, 2019
Designing $(n+1)$-gates using 1-gates and Toffoli gates
March 20, 2019
Controlled 1-gates
March 19, 2019
Toffoli gates
March 19, 2019
Simulating classical probabilistic algorithms
March 18, 2019

Categories

Analytic functions (15)
Fields 2022 module (9)
Konstanz working seminar (9)
Log-exp analytic functions (8)
Math 2S03 (1)
Math 3QC3 (7)
Math 712 (2)
O-minimal structures (36)
Pfaffian functions (3)
Quasianalytic asymptotic algebras (9)
Quasianalytic classes (6)
Research (16)
Teaching (46)
Uncategorized (2)

Tags

analytic cell analytic continuation approximation of boundary asymptotic expansion blow-up prepared blow-up substitution cell decomposition classical probabilistic algorithm controlled 1-gates critical point definably complete definably connected dense linear order dimension Dulac's Problem exercise finite fibers global sub-C-set interval log-exp-analytic germ log-exp analytic normalization o-minimal pfaffian closure Phragmen-Lindelof principle power series quantum algorithm quasianalytic real analytic real closed fields restricted analytic Riemann surface of logarithm scale semi-C-sets semianalytic smooth cell sparse standard power domain strictly monotone strong asymptotic expansion toffoli gate translation substitution Tschirnhausen transformation uniform finiteness Uniqueness Principle

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