Program
March 8 (Sun)
13:20 Opening Remarks
13:30 – 14:20 Kota Saito (Nihon University)
Mills’ constant is transcendental under the Density Hypothesis
14:40 – 15:20 Takafumi Tsurumaki (University of Tsukuba)
On a certain criterion for the algebraic independence of values of power series
15:40 – 16:20 Haruki Ito (Nagoya University)
The distribution of semi-integral points for a class of cubic hypersurfaces
16:40 – 17:30 Yuta Suzuki (Rikkyo University)
Telhcirid’s theorem on arithmetic progressions
March 9 (Mon)
10:00 – 10:50 Hajime Kaneko (University of Tsukuba)
On the irrationality exponent of real numbers with low block complexity in base-b expansion
11:10 – 11:50 Satoru Oshima (University of Tsukuba)
Arithmetical properties of the values of power series whose nonzero digits are restricted
13:30 – 14:10 Katsuki Ito (University of Tsukuba)
Sturmian lattices and Aperiodic tile sets
14:30 – 15:10 Fumi Ogihara (Sophia University)
On the sum of a prime in an arithmetic progression and a square-full number in short intervals
15:30 – 16:20 Hiroshi Mikawa (University of Tsukuba)
On primes in arithmetic progressions
16:40 – 17:30 Shigeki Akiyama (University of Tsukuba)
Period lengths of beta expansion by Pisot powers
18:00 – 20:00 Reception Tsukuba Demi, University Hall Restaurant Plaza
March 10 (Tue)
10:00 – 10:50 Makoto Kawashima (Meiji Gakuin University)
On p-adic Hurwitz zeta values
11:10 – 11:50 Hayato Kudo (University of Tsukuba)
Explicit formulas for the Bernoulli numbers obtained by new polynomials
13:30 – 14:10 Koki Okura (University of Tsukuba)
Model theory of the integers and the p-adics
14:30 – 15:20 Takafumi Miyazaki (Gunma University)
Purely exponential Diophantine equation a^x + b^y = c^z has at most 1 positive solution in most cases
15:30 Closing