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Shinichi Mochizuki

is a Japanese mathematician working in number theory and arithmetic geometry. He is one of the main contributors to anabelian geometry. His contributions include his solution of the Grothendieck conjecture in anabelian geometry about hyperbolic curves over number fields. Mochizuki has also worked in Hodge–Arakelov theory and ''p''-adic Teichmüller theory. Mochizuki developed inter-universal Teichmüller theory, which has attracted attention from non-mathematicians due to claims it provides a resolution of the ''abc'' conjecture. Provided by Wikipedia

1

Macrophage-Targeting Gene Delivery Using a Micelle Composed of Mannose-Modified Lipid with Triazole Ring and Dioleoyl Trimethylammonium Propane

by Ichiki Fukuda, Shinichi Mochizuki, Kazuo Sakurai
Published 2015-01-01

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2

Topical Therapy with Antisense Tumor Necrosis Factor Alpha Using Novel β-Glucan-Based Drug Delivery System Ameliorates Intestinal Inflammation

by Hideto Sakisaka, Hidetoshi Takedatsu, Keiichi Mitsuyama, Shinichi Mochizuki, Kazuo Sakurai, Shotaro Sakisaka, Fumihito Hirai
Published 2020-01-01

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3

Menthol-enhanced cytotoxicity of cigarette smoke demonstrated in two bioassay models

by Atsuko Noriyasu, Tadashi Konishi, Shinichi Mochizuki, Kazuo Sakurai, Yutaka Tanaike, Ken Matsuyama, Kazuya Uezu, Tomonori Kawano
Published 2013-08-01

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4

Development of Nonaggregating Poly-A Tailed Immunostimulatory A/D Type CpG Oligodeoxynucleotides Applicable for Clinical Use

by Taiki Aoshi, Yasunari Haseda, Kouji Kobiyama, Hirotaka Narita, Hideaki Sato, Hirokazu Nankai, Shinichi Mochizuki, Kazuo Sakurai, Yuko Katakai, Yasuhiro Yasutomi, Etsushi Kuroda, Cevayir Coban, Ken J. Ishii
Published 2015-01-01

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