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Yasushi Mizusawa

Observed names: MIZUSAWA, YASUSHI, MIZUSAWA, Yasushi, Mizusawa, Yasushi, YASUSHI MIZUSAWA, Yasushi MIZUSAWA, 水澤, 靖, 靖 水沢, 靖 水澤
Institution: Rikkyo University
ORCID: 0000-0002-4606-7708
Observed ORCID: 0000-0002-4606-7708
OpenAlex ID: A5041310101
On unramified Galois 2-groups over ℤ₂-extensions of real quadratic fields
2010 · Yasushi Mizusawa · Proceedings of the American Mathematical Society · 14
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Iwasawa Type Formula for Covers of a Link in a Rational Homology Sphere
2008 · TERUHISA KADOKAMI, YASUSHI MIZUSAWA · Journal of Knot Theory and Its Ramifications · 14
ON THE ℤp-RANKS OF TAMELY RAMIFIED IWASAWA MODULES
2013 · TSUYOSHI ITOH, YASUSHI MIZUSAWA, et al. · International Journal of Number Theory · 13
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On the maximal unramified pro-2-extension over the cyclotomic ℤ 2 -extension of an imaginary quadratic field
2010 · Yasushi Mizusawa · Journal de Théorie des Nombres de Bordeaux · 10
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Tame pro-2 Galois groups and the basic ℤ₂-extension
2016 · Yasushi Mizusawa · Transactions of the American Mathematical Society · 9
On the Iwasawa Invariants of a Link in the 3-sphere
2013 · Teruhisa KADOKAMI, Yasushi MIZUSAWA · Kyushu Journal of Mathematics · 9
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On tame pro-p Galois groups over basic $${\mathbb{Z}_p}$$ -extensions
2012 · Yasushi Mizusawa, Manabu Ozaki · Mathematische Zeitschrift · 9
On the maximal unramified pro-2-extension of Z2-extensions of certain real quadratic fields II
2005 · Yasushi Mizusawa · Acta Arithmetica · 9
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On mod 3 triple Milnor invariants and triple cubic residue symbols in the Eisenstein number field
2018 · Fumiya Amano, Yasushi Mizusawa, et al. · Research in Number Theory · 8
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Abelian 2-class field towers over the cyclotomic $${\mathbb {Z}_2}$$ -extensions of imaginary quadratic fields
2009 · Yasushi Mizusawa, Manabu Ozaki · Mathematische Annalen · 8
On pro-𝑝 link groups of number fields
2019 · Yasushi Mizusawa · Transactions of the American Mathematical Society · 7
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On the Iwasawa Invariants of $\mathbb Z_2$-Extensions of Certain Real Quadratic Fields
2004 · Yasushi MIZUSAWA · Tokyo Journal of Mathematics · 6
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On tamely ramified pro-p-extensions over -extensions of
2013 · TSUYOSHI ITOH, YASUSHI MIZUSAWA · Mathematical Proceedings of the Cambridge Philosophical Society · 4
On the Iwasawa invariants of certain non-cyclotomic ℤ2-extensions
2005 · Tsuyoshi Itoh, Yasushi Mizusawa, et al. · manuscripta mathematica · 4
On the maximal unramified pro-2-extension of Z2-extensions of certain real quadratic fields
2003 · Yasushi Mizusawa · Journal of Number Theory · 4
On Greenberg's conjecture on a certain real quadratic field
2000 · Yasushi Mizusawa · Proceedings of the Japan Academy Series A Mathematical Sciences · 4
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On pro-p-extensions of number fields with restricted ramification over intermediate Z p -extensions
2021 · Abdelaziz El Habibi, Yasushi Mizusawa · Journal of Number Theory · 3
A note on semidihedral 2-class field towers and $${{\mathbb {Z}}_{2}}$$ Z 2 -extensions
2014 · Yasushi Mizusawa · Annales mathématiques du Québec · 3
On 2-adic Lie Iterated Extensions of Number Fields Arising from a Joukowski Map
2020 · Yasushi MIZUSAWA, Kota YAMAMOTO · Tokyo Journal of Mathematics · 2
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Iterated towers of number fields by a quadratic map defined over the Gaussian rationals
2020 · Yasushi Mizusawa, Kota Yamamoto · Proceedings of the Japan Academy Series A Mathematical Sciences · 2
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On metabelian 2-class field towers over -extensions of real quadratic fields
2021 · Yasushi Mizusawa · Canadian Mathematical Bulletin · 1
Iwasawa invariants and linking numbers of primes
2021 · Yasushi Mizusawa, Gen Yamamoto · Advanced studies in pure mathematics · 1
Isometric embeddings of finite fields
2013 · Yasushi Mizusawa, Shinya Nishikawa · Finite Fields and Their Applications · 1
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Real quadratic fields with metacyclic 2-class field towers over their Z2-extensions
2026 · Yasushi Mizusawa, Ali Mouhib · Journal of Number Theory
On $$\mathbb {Z}_2$$-extensions of real quadratic fields with four odd ramified prime numbers
2026 · Yasushi Mizusawa, Yuito Saito · The Ramanujan Journal
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Works count: 45
Citation count: 145
H-index: 8
I10-index: 4
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