parametrised's Usage Examples:

In the field of topology, the thalweg can be described as a parametrised curve.

OBJ2 is a programming language with Clear-like parametrised modules and a functional system based on equations.

renewal process and both service time and arrival distributions are parametrised to match the first two moments of data.

1 ( D + L ) T {\displaystyle M=(D+L)D^{-1}(D+L)^{T}} It can also be parametrised by ω {\displaystyle \omega } as follows.

earliest examples studied, the rest (or most) of the unitary dual could be parametrised by starting with a subgroup H of G, simpler but not compact, and building.

as the condition that solutions of the Benney moment equations may be parametrised by only finitely many of their dependent variables, in this case 2 of.

theorem, on stochastic processes In geometry: Parametric continuity, for parametrised curves Geometric continuity, a concept primarily applied to the conic.

The distribution is therefore parametrised by the two quantities ν and τ2, referred to as the number of chi-squared.

{\displaystyle S=S_{a,b,c}} , the point modules of S {\displaystyle S} are parametrised by an elliptic curve.

example, the cusp can be defined on an algebraic curve, x3−y2 = 0, or on a parametrised curve, g(t) = (t2,t3).

More generally, objects indexed or parametrised by semi-infinite sets may be described as semi-infinite.

2020) support for allowing the user to create classes to represent a parametrised function as a functor.

A family of degree 0 line bundles parametrised by a k-variety T is defined to be a line bundle L on A×T such that for.

Cayley's sextic may be parametrised (as a periodic function, period π, ℝ→ℝ2) by the equations x = cos3t cos 3t.

direction vector is ( a , b ) {\displaystyle (a,b)} and the mirror curve is parametrised as ( u ( t ) , v ( t ) ) {\displaystyle (u(t),v(t))} .

} Suppose we have an m-dimensional space, parametrised by a set of coordinates ( x 1 , … , x m ) {\displaystyle (x_{1},\ldots.

In cylindrical coordinates (r, θ, h), the same helix is parametrised by: r ( t ) = 1 , {\displaystyle r(t)=1,\,} θ ( t ) = t , {\displaystyle.

kind of linear system of divisors on V, namely a one-parameter family, parametrised by the projective line.