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Symmetric polynomial

Known as: Monomial symmetric polynomial, Symmetric polynomials, Totally symmetric polynomial 
In mathematics, a symmetric polynomial is a polynomial P(X1, X2, …, Xn) in n variables, such that if any of the variables are interchanged, one… 
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Related topics

Related topics

15 relations
Alternating polynomialBistritz stability criterionCubic functionDiscriminant

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Dealing with ghost-free massive gravity without explicit square roots of matrices
2014
2014
Inequalities and tail bounds for elementary symmetric polynomial
This paper studies the elementary symmetric polynomials over the reals. We show that if two consecutive elementary symmetric… 
2010
2010
Closed-form real single-tone frequency estimator based on a normalized IIR notch filter
2010
2010
A Hybrid Key Establishment Protocol for Large Scale Wireless Sensor Networks
Sensor networks have been proposed for military and scientific applications such as border security and environment monitoring… 
2003
2003
Q-operator and factorised separation chain for Jack's symmetric polynomials
Applying Baxter’s method of the Q-operator to the set of Sekiguchi’s commuting partial differential operators we show that Jack’s… 
2001
2001
Birth Processes and Symmetric Polynomials
Abstract. Many discrete-time pure birth processes are symmetrical in the following sense: The probability that the process is in… 
1998
1998
GEOMETRIC EVOLUTION UNDER ISOTROPIC STOCHASTIC FLOW
. Consider an embedded hypersurface M in R 3 . For (cid:8) t a stochastic flow of di(cid:11)eromorphisms on R 3 and x 2 M , set x… 
1996
1996
The beginnings of Western music in Meiji Era Japan : thesis submitted for the degree "doctor of philosophy" : submitted to the Senate of Tel-Aviv University
  • 1996
  • Corpus ID: 68744028
This volume investigates the introduction of Western music into the educational system of Japan and reveals the existence of… 
1992
1992
On the unit circle problem: The Schur-Cohn procedure revisited
1983
1983
Conjugated and symmetric polynomial equations. II. Discrete-time systems
(i) a(c-)^(c) + «(c)x(c-) = HO + Kc-) where a(C), b(Q are given real polynomials of indeterminate C or £""-, x(C) is an unknown… 
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