exceptional octonions
特殊八元数
octonions are a type of hypercomplex number system.
八元数是一种超复数系统。
the algebra of octonions is non-commutative.
八元数的代数是非交换的。
octonions have eight dimensions.
八元数有八个维度。
mathematicians study octonions in abstract algebra.
数学家在抽象代数中研究八元数。
octonions extend complex numbers and quaternions.
八元数扩展了复数和小数。
the multiplication of octonions is not associative.
八元数的乘法不满足结合律。
octonions appear in string theory and particle physics.
八元数出现在弦理论和粒子物理学中。
researchers use octonions in quantum mechanics.
研究人员在量子力学中使用八元数。
the structure of octonions is based on the cayley-dickson construction.
八元数的结构基于凯莱-迪克森构造。
octonions have applications in spin models.
八元数在自旋模型中有应用。
the study of octonions is important for understanding exceptional lie groups.
八元数的研究对理解例外李群很重要。
octonion multiplication follows specific rules.
八元数乘法遵循特定的规则。
scientists explore octonions in theoretical physics.
科学家在理论物理学中探索八元数。
exceptional octonions
特殊八元数
octonions are a type of hypercomplex number system.
八元数是一种超复数系统。
the algebra of octonions is non-commutative.
八元数的代数是非交换的。
octonions have eight dimensions.
八元数有八个维度。
mathematicians study octonions in abstract algebra.
数学家在抽象代数中研究八元数。
octonions extend complex numbers and quaternions.
八元数扩展了复数和小数。
the multiplication of octonions is not associative.
八元数的乘法不满足结合律。
octonions appear in string theory and particle physics.
八元数出现在弦理论和粒子物理学中。
researchers use octonions in quantum mechanics.
研究人员在量子力学中使用八元数。
the structure of octonions is based on the cayley-dickson construction.
八元数的结构基于凯莱-迪克森构造。
octonions have applications in spin models.
八元数在自旋模型中有应用。
the study of octonions is important for understanding exceptional lie groups.
八元数的研究对理解例外李群很重要。
octonion multiplication follows specific rules.
八元数乘法遵循特定的规则。
scientists explore octonions in theoretical physics.
科学家在理论物理学中探索八元数。
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