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quadratic造句

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Q and I presents quadratic function relation.

quadratic造句

Some quadratic equations have no real roots.

The branch of algebra that deals with quadratic equations.

We present a new branchandbound algorithm for solving quadratic programming problem with quadratic constraints, and analyze the convergence of the algorithm.

In this paper, the steepest descent curve of quadratic function through one point was first defined from the steepest descent direction of quadratic function at one point.

The admissibility of non-homogeneous quadratic form estimate of variance on the growth curve model was studied under quadratic loss function.

Polynomials, including relationships involving the roots of quadratic and cubic equations, the remainder theorem.

The effects of pod bearing percentage, only quadratic effect of nitrogen;

In high-school algebra, you learned that the standard quadratic equation.

The temperature variation in the direction of thickness is assumed to be linear or quadratic.

Both vegetables and quadratic polynomials are made more interesting with the Mandelbrot set.

The objective function of the model is a quadratic function with separable in the variables, and the constraints are linear.

For the basic differential evolution algorithm, the increasing quadratic function crossover operator was added to increase the convergence speed.

The standard molar heat capacity, standard molar entropy and standard molar enthalpy increased with temperature evidently as quadratic function.

And based on these results the expressions for some binary indefinite quadratic equations integer solutions are obtained.

Finally, a bi-iterative algorithm for minimizing the bi-quadratic cost function is utilized to optimize iteratively the two weights.

It was proved that there exist homoclinic trajectories of a quadratic system in the range of the parameter of the saddle node bifurcation.

Furthermore, sequential quadratic programming (SQP) is introduced so as to accelerate the local optimum. Attacking angle, elevator deflection and throttle setting are obtained by steps.

This thesis devotes to study the homoclinics of quadratic systems and their revelent problems. The content is divided to four parts.

It is very important to prove a lemma for the proof of the independence between two quadratic forms of multivariate normal variables.

The conclusion shows that the optimal strategy of predator is the quadratic equation of time and the profit is the descending function of temporary impact coefficient.

In this paper, we prove that the real quadratic system with one real straight line solution and two conjugate complex straight lin solutions is integrable system, so it do not has any limit cycle.

This paper discusses Xia's achievements on the integral problem about quadratic curve, some of which were similar to modern elliptic integral and surpassed the level of Dai-wei-ji.

Theoretically speaking, it is a rather-clearly discussed subject to standardize the quadratic equation into the normal forms by spinning the coordinate axis so as to approach the shapes of its curves.

The interval of the time lag is identical of each lane controlled and when the input is a random sign, we can adopt quadratic function of optimum control and separation theorem.

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