A Family of Identities via Arbitrary Polynomials.
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| Title: | A Family of Identities via Arbitrary Polynomials. |
|---|---|
| Authors: | Dong Fengming1 Fengming.dong@nie.edu.sg, Ho Weng Kin1 wengkin.ho@nie.edu.sg, Lee Tuo Yeong2 nhsleety@nus.edu.sg |
| Source: | College Mathematics Journal. Jan2013, Vol. 44 Issue 1, p43-47. 5p. |
| Subject Terms: | Mathematical analysis, Arbitrary constants, Mathematics theorems, Identities (Mathematics), Polynomials |
| People: | Dence, Thomas, Katsuura, Hidefumi |
| Abstract: | The article discusses mathematical theorems regarding identities with the help of arbitrary polynomials. It mentions that two theorems have been proposed by mathematician Thomas Dence. It states that identities have been established with the help of Katsuura theorem which was given by scientist Hidefumi Katsuura and highlights that identity in algebra is a set of binary operations that produces identity matrix. |
| Database: | Education Research Complete |
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