ペロン＝フロベニウスの定理 (Japanese Wikipedia)

Analysis of information sources in references of the Wikipedia article "ペロン＝フロベニウスの定理" in Japanese language version.

refsWebsite

Global rank Japanese rank

9matrixanalysis.com

low place

low place

934^th place

57^th place

low place

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26^th place

275^th place

3,314^th place

low place

google.co.jp

books.google.co.jp

google.ru

books.google.ru

Kitchens, Bruce (1998), Symbolic dynamics: one-sided, two-sided and countable state markov shifts., Springer

jstor.org

links.jstor.org

Keener 1993, p. p. 80

matrixanalysis.com

Meyer 2000, p. 8.3.6 p. 681
Meyer 2000, p. 8.3.7 p. 683
Meyer 2000, p. chapter 8 page 665
Meyer 2000, p. chapter 8.3 page 670
Meyer 2000, p. claim 8.3.11 p. 675
Meyer 2000, p. page 679
Meyer 2000, p. example 8.3.2 p. 677
Meyer 2000, p. example 8.3.3 p. 678
Meyer 2000, p. chapter 8 example 8.3.4 page 679 and exercise 8.3.9 p. 685

wikipedia.org

en.wikipedia.org

Brualdi, Richard A.; Ryser, Herbert John (1992). Combinatorial Matrix Theory. Cambridge: Cambridge UP. ISBN 0-521-32265-0
Brualdi, Richard A.; Cvetkovic, Dragos (2009). A Combinatorial Approach to Matrix Theory and Its Applications. Boca Raton, FL: CRC Press. ISBN 978-1-4200-8223-4