2016•Journal of Applied & Computational MathematicsOpen access

A New Number Theory-Algebra Analysis II

L Sonaglioni

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Abstract

The basis of this quaternions algebra. The problem of the j k i² i² ⋅ product. 3d (and 4d) product and division in algebraic form; also, the algebraic forms of the product and of the division are differentiable. Questions about the possibility of extend this algebra to more dimensions.

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The basis of this quaternions algebra. The problem of the j k i² i² ⋅ product. 3d (and 4d) product and division in algebraic form; also, the algebraic forms of the product and of the division are differentiable. Questions about the possibility of extend this algebra to more dimensions.

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Available abstract

The basis of this quaternions algebra. The problem of the j k i² i² ⋅ product. 3d (and 4d) product and division in algebraic form; also, the algebraic forms of the product and of the division are differentiable. Questions about the possibility of extend this algebra to more dimensions.

Key concepts: Algebra over a field, Mathematics, Computer science, Pure mathematics

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