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Hyper complex number $e_{16}$ had a zero divisor.

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#number-theory #algebraic-geometry #hypercomplex-numbers
413
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Is it possible to plug hypercomplex numbers into the Riemann Zeta function?

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#complex-numbers #riemann-zeta #quaternions #octonions #hypercomplex-numbers
98
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Rotation around a whole sphere by multiplying a single hypercomplex number forever?

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#rotations #quaternions #clifford-algebras #hypercomplex-numbers
105
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A simple Variation on the Imaginary Unit i

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#hyperbolic-functions #hypercomplex-numbers
741
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Using dual complex numbers for combined rotation and translation

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#geometry #complex-numbers #hypercomplex-numbers
183
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$\epsilon \otimes 1 + 1 \otimes \epsilon$ is a nilcube in $\mathbb R[\epsilon] \otimes \mathbb R[\epsilon]$. What does that mean intuitively?

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#hypercomplex-numbers #synthetic-differential-geometry
337
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Why intuitively do the quaternions satisfy the mixture of geometric and algebraic properties that they do?

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#matrices #soft-question #hypercomplex-numbers
342
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Construction of Hyper-Complex Numbers

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#abstract-algebra #complex-numbers #quaternions #octonions #hypercomplex-numbers
65
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How quickly can we multiply hypercomplexes?

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#algorithms #prime-numbers #hypercomplex-numbers
472
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Is split-complex $j=i+2\epsilon$?

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#complex-numbers #hypercomplex-numbers
1k
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What is the combination of Complex, Split-Complex and Dual Numbers

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#combinations #hypercomplex-numbers
166
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Why formal power series are not considered a system of hypercomplex numbers?

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#complex-numbers #formal-power-series #hypercomplex-numbers
68
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Has there been any work done on extensions of "norms" to complex/hypercomplex spaces?

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#complex-analysis #soft-question #normed-spaces #hypercomplex-numbers
389
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split-quaternion rotation

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#complex-numbers #hyperbolic-geometry #quaternions #hypercomplex-numbers
275
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who pioneered the study of the sedenions?

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#math-history #quaternions #octonions #hypercomplex-numbers #sedenions

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