Whitney also wrote on graph theory, in particular the colouring of graphs and chromatic polynomials. |
|
The papers look at algebraic curves, the Riemann Roch theorem and algebraic polynomials. |
|
Arabic mathematicians learned to manipulate polynomials, to solve certain algebraic equations, and more. |
|
He also studied polynomials, now named after him, which approximate a function that conformally maps a given simply-connected domain onto a disc. |
|
Hermite made important contributions to number theory and algebra, orthogonal polynomials, and elliptic functions. |
|
Other isolated instances of orthogonal polynomials occurring in the work of various mathematicians is mentioned later. |
|
He distinguished between these structures using numerical invariants based on the Todd polynomials. |
|
After graduating in 1939 he began to work for his doctorate on the problem of divisors of almost periodic polynomials. |
|
He considered computation with irrational numbers and polynomials to be part of algebra. |
|
He generalised Gauss's method of quadrature and expressed the polynomials which are involved as a determinant. |
|
With few exceptions, non-quadratic homogeneous polynomials have received little attention as possible candidates for yield functions. |
|
If fifth-degree polynomials are so hard, what can one do with transcendental functions of a complex variable? |
|
Notice that smoothing a crossing changes the number of components of a link by one and that multiplication by z switches odd and even polynomials. |
|
But we would not be able to define the derivative using Paman's terms since we consider more complicated functions than the polynomials or power series which Paman considered. |
|
As the Fundamental Theorem of Algebra clearly indicates, the complex plane rather than the real line is the proper place for the study of polynomials. |
|
Schur was also interested in reducibility, location of roots and the construction of the Galois group of classes of polynomials such as Laguerre and Hermite polynomials. |
|
Names were usually Latin phrases, polynomials, but could be a single word. |
|
After lying dormant for more than a decade, this concept became central to work in the 1980s on the novel knot polynomials. |
|
We implemented REFI for the polynomials given below on a SUN Ultra 170E workstation. |
|
These programs treat polynomials, iterative formulas, Gaussian elimination, and Bernoulli numbers. |
|
|
We investigate the geometry of stable discrete polynomials using their coefficients and reflection coefficients. |
|
Other chapters cover the use of Zernike circle polynomials for non-circular pupils, anamorphic systems, and numerical wavefront analysis. |
|
Generalized complete Bell polynomials are used in order to compute joint moments and joint cumulants of multivariate photocounters. |
|
We refine and extend quantitative bounds, on the fraction of nonnegative polynomials that are sums of squares, to the multihomogenous case. |
|
They cover polynomials, Bezier curves, rational Bezier curves B-splines, approximation, spline curves, multivariate splines, surfaces and solids, and finite elements. |
|
It assumes knowledge of basic algebra terminology and methods and experiences in factoring second-degree polynomials, concepts of analytic geometry, and functional notation. |
|
Characteristic orthogonal polynomials in the study of transverse vibrations of nonhomogeneous rectangular orthotropic plates of bilinearly varying thickness. |
|
Kazhdan-Lusztig polynomials and a combinatoric for tilting modules. |
|
We end with a section on numerical experiments, where we also show that there does not exist a method that exhibits EBS for all quadratic polynomials. |
|
In our work we have established certain indefinite integrals involving Fibonacci polynomials, Lucas polynomials, Bernoulli polynomials and Hermite polynomials. |
|
To the right, is the box listing similar demos, such as Taylor Series and Taylor Polynomials. |
|
Shukla, On Binomial and Trinomial operator representations of certain Polynomials, Promathematica, XXII, pp. |
|
Polynomials of varying degrees and different number of terms were selected and their coefficients computed using the method of least squares with constraints. |
|