sedenion

Summary

sedenion is a flexible algebra^[1]. sedenion has Wikipedia articles in 18 language editions, a strong signal of global cultural recognition.^[2]

Key Facts

• sedenion is credited with the discovery of Arthur Cayley^[3].
• sedenion's instance of is recorded as flexible algebra^[4].
• sedenion's instance of is recorded as non-associative algebra^[5].
• sedenion followed octonion^[6].
• sedenion was followed by trigintaduonion^[7].
• sedenion is a type of Hexadecad^[8].
• sedenion is a type of 8-tuple^[9].
• sedenion is a type of 4-tuple^[10].
• sedenion is a type of ordered pair^[11].
• sedenion is a type of hypercomplex number^[12].
• sedenion is a type of trigintaduonion^[13].
• sedenion's Commons category is recorded as Sedenions^[14].
• sedenion comprises octonion^[15].
• sedenion comprises real number^[16].
• sedenion's topic's main category is recorded as Category:Sedenions^[17].
• sedenion's facet of is recorded as abstract algebra^[18].
• sedenion's has characteristic is recorded as power associativity^[19].
• sedenion's has characteristic is recorded as distributive property^[20].

Body

Definition and Type

Recorded instance of include flexible algebra^[4] and non-associative algebra^[5]. Recorded subclass of include Hexadecad^[8], 8-tuple^[9], 4-tuple^[10], ordered pair^[11], hypercomplex number^[12], and trigintaduonion^[13].

Use and Application

Components include octonion^[15], an alternative algebra^[21] and real number^[16], a type of number^[22].

Why It Matters

sedenion has Wikipedia articles in 18 language editions, a strong signal of global cultural recognition.^[2] sedenion is known by 10 alternative names across languages and contexts.^[23]