代数幾何学用語一覧 (Japanese Wikipedia)

Analysis of information sources in references of the Wikipedia article "代数幾何学用語一覧" in Japanese language version.

refsWebsite

Global rank Japanese rank

69^th place

227^th place

488^th place

1,974^th place

arxiv.org (Global: 69^th place; Japanese: 227^th place)

Durov, Nikolai (16 April 2007). “New Approach to Arakelov Geometry”. arXiv:0704.2030.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)
Alain, Connes (18 September 2015). “An essay on the Riemann Hypothesis”. arXiv:1509.05576.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)
Peña, Javier López; Lorscheid, Oliver (31 August 2009). “Mapping F_1-land:An overview of geometries over the field with one element”. arXiv:0909.0069.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)
Deitmar, Anton (16 May 2006). “Remarks on zeta functions and K-theory over F1”. arXiv:math/0605429.
Flores, Jaret (8 March 2015). “Homological Algebra for Commutative Monoids”. arXiv:1503.02309.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)
Brandenburg, Martin (7 October 2014). “Tensor categorical foundations of algebraic geometry”. arXiv:1410.1716.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)
Harada, Megumi; Krepski, Derek (2 February 2013). “Global quotients among toric Deligne-Mumford stacks”. arXiv:1302.0385.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)
Smith, Karen E.; Zhang, Wenliang (3 September 2014). “Frobenius Splitting in Commutative Algebra”. arXiv:1409.1169.{{cite arXiv}}: CS1メンテナンス: classが不足 (カテゴリ)

The notion G-unramified is what is called "unramified" in EGA, but we follow Raynaud's definition of "unramified", so that closed immersions are unramified. See Tag 02G4 in the Stacks Project for more details.