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なお，マイナーな文献に関しては，記事毎に参考文献を記載していますから，そちらも確認してください。
- 伊藤清三「ルベーグ積分入門」(裳華房 数学選書4，新装版第1版，2017)
- 内田伏一「集合と位相」(裳華房 数学シリーズ, 増補新装版, 2020)
- 奥村晴彦, 黒木裕介「LaTeX 美文書作成入門」(技術評論社, 第9版, 2023)
- 黒田成俊「関数解析」 (共立出版，共立数学講座15，1980)
- 吹田信之, 新保経彦「理工系の微分積分学」(学術図書出版社, 2023)
- 永田雅宜「理系のための線型代数の基礎」(紀伊國屋書店, 1986)
- 舟木直久「確率論」(朝倉書店 講座 数学の考え方20, 2004)
- 松坂和夫「集合・位相入門」 (岩波書店 数学入門シリーズ，新装版，2018)
- 堀田良之「代数入門－群と加群－」 (裳華房 数学シリーズ，第19版，2008)
- 雪江明彦「整数論１ 初等整数論からp進数へ」(日本評論社，2013)
- 雪江明彦「代数学１ 群論入門」(日本評論社，第2版，2023)
- 雪江明彦「代数学２ 環と体とガロア理論」(日本評論社，第2版，2023)
- L. V. Ahlfors, Complex analysis. 3rd edition. McGraw-Hill Professional, 1979.
- N. L. Carothers. Real Analysis. Cambridge University Press, 2000.
- F. M. Dekking, et al. A modern introduction to probability and statistics. Springer, 2005.
- L. C. Evans, R. F. Gariepy. Measure Theory and Fine properties of Functions. CRC Press, 1992.
- T. Geveci, Advanced Calculus of a single Variable. Springer, 2016.
- E. Hille, R. S. Phillips, Functional analysis and semi-groups. American Mathematical Society, 1957.
- A. W. Knapp, Basic Real Analysis Along with a companion volume Advanced Real Analysis. Birkhäuser Boston, Inc., Boston, MA, 2005.
- M. Kuczma, An introduction to the theory of functional equations and inequalities, 2nd edition. Birkhäuser Verlag, 2009.
- P. D. Lax, M. S. Terrell, Calculus with applications, 2nd edition. Springer, 2014.
- P. R. Mercer, More Calculus of a Single Variable. Springer, 2014.
- S. Ovchinnikov, Real Analysis: Foundations. Springer, 2021.
- Gert K. Pedersen, Analysis Now. Springer, 1989.
- C. C. Pugh, Real Mathematical Analysis, 2nd edition. Springer, 2015.
- W. Rudin, Real and Complex Analysis, 3rd edition. McGraw-Hill, 1987.
- K. A. Ross, Elementary Analysis The Theory of Calculus, 2nd edition. Springer, 2013.
- L. A. Steen, J. A. Seebach, Counterexamples in Topology, 2nd edition. Springer, 1978.
- T. Tao, Analysis I, II, 3rd edition. Springer, 2016.
- S. Willard, General Topology, Dover Publications, 2004.
- amsmath – AMS mathematical facilities for LATEX
- amsfonts – TEX fonts from the American Mathematical Society
- amsthm – Typesetting theorems (AMS style)
- bm – Access bold symbols in maths mode
- braket – Dirac bra-ket and set notations
- empheq – EMPHasizing EQuations
- enumitem – Control layout of itemize, enumerate, description
- esint – Extended set of integrals for Computer Modern
- esvect – Vector arrows
- geometry – Flexible and complete interface to document dimensions
- graphicx – Enhanced support for graphics
- hyperref – Extensive support for hypertext in LATEX
- KaTeX – The fastest math typesetting library for the web.
- mathcomp – Text symbols in maths mode
- mathtools – Mathematical tools to use with amsmath
- mleftright – Variants of delimiters that act as maths open/close
- multicol – Intermix single and multiple columns
- nccmath – Extended mathematics capabilities
- physics – Macros supporting the Mathematics of Physics
- stmaryrd – St Mary Road symbols for theoretical computer science
- Wikipedia
- xcolor – Driver-independent color extensions for LATEX and pdfLATEX
- 他