Published March 10, 1999 | Version v1

NEW SMARANDACHE ALGEBRAIC STRUCTURES

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Generally In R' any plane with equation x + y + z = a, where a is nonzero number. is not a linear space under the usual vector addition and scalar multiplication If we define new algebraic operations on the plane x + y + z = a it will become a linear space in R'. The aoditive iOentity of this linear space has nonzero components.

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NewSAlgStructures.pdf

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