polynomial造句
31. There are three important graph polynomials in graph theory, they have a close relationship with each other: chromatic polynomial, Tutte polynomial and flow polynomial.
32. Center conditions and bifurcation of limit cycles at the infinity for a class of quintic polynomial system were studied.
33. Orthogonalization method of simultaneous estimation of polynomial model order and parameter is presented in this paper.
34. The authors define polynomial Lie subalgebras in the infinite matrix Lie algebra, and discuss some main properties of this kind of subalgebras and its construction.
35. The predictive intelligent control scheme is proposed, which is based on approximation theory and numerical method of Chcbyshev orthogonal polynomial.
36. A new method based on orthogonal polynomial integration theory to realize image interpolation with a reduced and constant complexity and with a good precision is presented.
37. The IGAF is used to resolve nonrigid multitarget for it is an ideal tool to analyze polynomial phase signals, and it is proved to be effective by analyzing the radar data.
38. The dielectric property of dispersive media is written as rational polynomial function, the relation between D and E is derived in time domain. It is named shift operator FDTD (SO-FDTD) method.
39. It is a combination of the least-square method and the matrix iteration method. In the calculation, the polynomial function is taken as the trial function.
40. Because graph coloring problem belongs to NP complete problems, it can not get the optimal solution in polynomial time.
41. Polynomial multiply and divide computing process and the general polynomial algebra multiply and divide the same.
42. According the characteristics of the flight data, the moving quadric polynomial regression model is established and is transformed to the orthogonal polynomial to calculate the regression coefficient.
43. The polarities check ability, minimum code distance and capacity of correct single bit error of CRC-CCITT are proved by using galois field polynomial theory.
44. Taking all into account, 5-5-5-orders piecewise polynomial trajectory mode is more applicable.
45. In this paper we introduce an integral recurrence formula for calculating polynomial of powers sum, and gives its a primary proof and some applications.
46. Polynomial curve fitting is a usually used data fitting method. When there are too many data for fitting, only just one polynomial curve function cannot acquire good fitting effect.
47. Least squares polynomial smoothing was constantly used in X ray diffraction test.
48. By use of numerical approximation method, the paper uses the polynomial to approach segmentally the transient electric field from dipole dipole array.
49. Based on DL(discrete logarithm)problem, S1 is decrypted by introducing a multi -channel service parameter and a special polynomial function, S2 is decrypted by Chinese Remainder Theorem.
50. The curvilinear equation of quartic polynomial is used to simulate the boundary of the pile hole to improve the presumption of previous research results which are not well suitable.
51. By companion matrix of polynomial gave one necessary and sufficient conditions of two polynomial having common roots, according to the above gives one method to solute dual higher order equation.
52. The polynomial model fitting for radar cross section (RCS) of target is used for estimating the parameters of precession, which provides a new way for radar target discrimination.
53. The method of orthogonal polynomial regression was used for regression modeling, and then the regression equations and regression coefficients were tested for significance.
54. This paper presents a solution to the problem of the shortest linear recurrence of two sequences over an integral domain and describes the recurrence of the minimal polynomial.
55. The constant of polynomial equation was a good variable for classification with its precision average of 73.45%.
56. The S-curve, trigonometric function, and polynomial planning methods are more smooth and feasible to high speed system.
57. This result can be combined with subdivision method to obtain a piecewise interval polynomial approximation for a rational surface.
58. Another general method explored by Viets was to factor the polynomial into first degree factors.
59. Clearly, the difference operator or operator is the convenient tool for the polynomial of factorial powers.
60. In this paper , we consider a special integer bottleneck problem, and present two polynomial algorithms.
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