A hyperelliptic curve is the graph of an equation of the form y2 = a polynomial with rational coefficients.
The line passing through the data points is the graph of the estimated regression equation: ŷ = 42.3 + 0.49x.
The logarithmic spiral is the graph of the equation r = kΘ, in polar coordinates, where k = Φ2/π.
Moreover, the upper bound is attained in a graph G if and only if G is the graph of a symmetric balanced incomplete block design (BIBD).
An algebraic curve C is the graph of an equation f x, y) = 0, with points at infinity added, where f x, y) is a polynomial, in two complex variables, that cannot be factored.
Specifically, we optimize the wave profile of a two dimensional channel containing a Navier Stokes fluid with no assumption on the wave profile other than it is a traveling wave (e.g. we do not assume it is the graph of a function).
(a) is the original image, (b) is the graph of the dissimilarity value, (c) is the graph of the relative difference of dissimilarity.
The curve (mathcal{W}^{u}(E_{mathrm{SW}})) is the graph of an increasing function.
The red curve is the graph of with an asymptotic line.
(f) (mathcal{S}_{1}cupmathcal{S}_{2}) is the graph of continuous strictly decreasing function. .
(mathcal{S}_{1}cupmathcal{S}_{2}) is the graph of continuous strictly decreasing function.
