Determination of Conditional Extremes of the Functions of Fundamental Symmetric Polynomials
Keywords:
extreme; symmetric polynomials; inequalityAbstract
The paper demonstrates how the conditional extremes of the functions of fundamental symmetric polynomials, in the case of the positivity of variables, are obtained either by canceling the partial derivatives in relation to the polynomials, or by the equality of all variables.
References
1. Chirciu M. (2014), Algebraic inequalities from initiation to performance, Parallel Publishing House 45
2. Ioan C.A. (2021), Mathematics.01.Algebra, Zigotto Publishers, Galați
3. Spring D. (1985), On the second derivative test for constrained local extrema, American Mathematical Monthly, vol.92, pp.631-643
2. Ioan C.A. (2021), Mathematics.01.Algebra, Zigotto Publishers, Galați
3. Spring D. (1985), On the second derivative test for constrained local extrema, American Mathematical Monthly, vol.92, pp.631-643
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Published
2022-03-07
How to Cite
Ioan, C. A. (2022). Determination of Conditional Extremes of the Functions of Fundamental Symmetric Polynomials: Array. Acta Universitatis Danubius. Œconomica, 18(2). Retrieved from https://dj.univ-danubius.ro/index.php/AUDOE/article/view/1624
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Section
Economic Development, Technological Change, and Growth
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Copyright (c) 2022 Catalin Angelo Ioan
This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.
The author fully assumes the content originality and the holograph signature makes him responsible in case of trial.
