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==References== *{{cite journal | last1=Albert | first1=A. Adrian |author-link = Abraham Adrian Albert| title=Power-associative rings | jstor=1990399 | zbl=0033.15402 | mr=0027750 | year=1948 | journal=[[Transactions of the American Mathematical Society]] | issn=0002-9947 | volume=64 | issue=3 | pages=552β593 | doi=10.2307/1990399| doi-access=free }} *{{cite journal | last1=Gainov | first1=A. T. | title=Power-associative algebras over a finite-characteristic field | zbl=0208.04001 | mr=0281764 | year=1970 | journal=[[Algebra and Logic]] | issn=0002-9947 | volume=9| issue=1| pages=5β19 | doi=10.1007/BF02219846}} * {{cite book | last1=Knus | first1=Max-Albert | last2=Merkurjev | first2=Alexander | author2-link=Alexander Merkurjev | last3=Rost | first3=Markus | author3-link=Markus Rost | last4=Tignol | first4=Jean-Pierre | title=The book of involutions | others=With a preface by [[Jacques Tits]] | zbl=0955.16001 | series=Colloquium Publications | publisher=[[American Mathematical Society]] | volume=44 | location=Providence, RI | year=1998 | isbn=0-8218-0904-0 }} *{{cite book | zbl= 0841.17001 | mr=1356224 | last=Okubo | first= Susumu | author-link = Susumu Okubo|title=Introduction to octonion and other non-associative algebras in physics | series=Montroll Memorial Lecture Series in Mathematical Physics | volume=2 | publisher=[[Cambridge University Press]] | year= 1995 | isbn=0-521-01792-0 | page=17 }} * {{cite book | first=R. D. | last=Schafer | title=An introduction to non-associative algebras | publisher=Dover | year=1995 | orig-year=1966 | isbn=0-486-68813-5 | pages=[https://archive.org/details/introductiontono0000scha/page/128 128β148] | url=https://archive.org/details/introductiontono0000scha/page/128 }} [[Category:Non-associative algebra]] [[Category:Properties of binary operations]]
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