Category:Sedenions

<nowiki>sedenión; 十六元數; sédénion; Седенион; седенион; sedênios; Sedenion; sedeniões; sedenione; شانزدهگان‌ها; 十六元數; عدد ست عشري مركب; Sedenion; 十六元数; Sedenion; Sedenion; Sedenion; sedeniony; Седеніони; sedenion; Setenions; Sedenion; 十六元數; 십육원수; sedenion; deksesopnombro; Szedéniók; Sedenion; álgebra 16-dimensional sobre los números reales; 16種類の虚数単位で表される数; 16 dimenziós hiperkomplex szám; элемент 16-мерной алгебры над полем вещественных чисел; form a 16-dimensional noncommutative and nonassociative algebra over the reals obtained by applying the Cayley–Dickson construction to the octonions; struktura algebraiczna rozszerzająca oktoniony; forme une algèbre non commutative et non associative à 16 dimensions sur les réels, obtenue en appliquant la construction de Cayley–Dickson aux octonions; 16-dimensionale hyperkomplexe Zahl; sedeniones; Sedenionen; sedenions; 𝕊; سيدينيون; العدد الست عشري المركب; عدد ست عشري عقدي; العدد الست عشري العقدي; sédénions</nowiki>
sedenion 
form a 16-dimensional noncommutative and nonassociative algebra over the reals obtained by applying the Cayley–Dickson construction to the octonions
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  • flexible algebra
  • non-associative algebra
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Has part(s)
Follows
  • octonion (Cayley–Dickson construction)
Followed by
  • trigintaduonion (Cayley–Dickson construction)
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