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Polynomial

Known as: Polynomial Expression 
A mathematical expression formed by summing multiples of powers of some variable.
National Institutes of Health

Papers overview

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2013
2013
Application of polynomial chaos expansions to analytical models of friction oscillators
Despite past substantial research efforts, the prediction of brake squeal propensity remains a largely unresolved problem. The… 
2010
2010
Sadhana polynomial in nano-dendrimers
Sadhana polynomial is defined on the ground of quasi orthogonal cut qoc strips in a graph G = G(V;E). A qoc strip, defined with… 
2006
2006
Focusing distorted ISAR images using Adaptive Local Polynomial Fourier Transform
The adaptive local polynomial Fourier transform is employed to reduce ISAR radar image blurring caused by time-dependent higher… 
2005
2005
Generalisations of an inequality of Hardy under polynomial changes of variables
Hardy's inequality is a basic inequality of the theory of the Hardy spaces. In this thesis, we outline the development of the… 
2003
2003
Orthogonal polynomial models to describe yield response of rice to nitrogen and phosphorus at different levels of soil fertility
Yield responses of rice (Oryza sativa L. cv JD1187)to variable rates and combinations of fertilizer nitrogen (N) and phosphorus(P… 
2002
2002
Discriminant Sets of Families of Hyperbolic Polynomials of Degree 4 and 5
A real polynomial of one real variable is hyperbolic (resp. strictly hyperbolic) if it has only real roots (resp. if its roots… 
1996
1996
Integral equation theory of polydisperse colloidal suspensions using orthogonal polynomial expansions.
A procedure is described for the calculation of the generalized pair distribution function g(r,s,s8), where s is a molecular… 
1988
1988
Polynomial-Rational Bijections of R n
It is shown in this note that every invertible polynomial transformation of Rn of degree two has a rational inverse defined on… 
1973
1973
On classical quotients of polynomial identity rings with involution
Let (R, *) denote a ring R with involution (*), where "involution" means "anti-automorphism of order _ two". We can specialize… 
1972
1972
On polynomials which commute with a given polynomial
By extending a theorem of Jacobsthal, the following resuLlt is obtained: if g is a nonlinear polynomial, there is an integer J(g…