A PRELIMIARY STUDY ON THE LIFE TABLE OF CNAPHALOCROCIS MEDINALIS GUENEE——Ⅱ. THE ANALYSIS OF THE AVERAGE LIFE TABLE OF THE GENERATIONS Ⅱ,Ⅲ,Ⅳ AND THEIR SHIFT MATRIX MODELS
Using the matrix models of 3-dimensional Minkowski space, the author applies the integrable system theory to discuss the deformation properties and integrability on the spacelike surfaces with harmonic inverse mean curvature and the timelike surfaces with Lorentz harmonic inverse mean curvature.
By employing the above matrix models it is possible to conveniently,rapidly and accurately calculate water-making power consumption rate and the variation of water-making fuel cost caused by a change in steam extraction pressure and steam heating temperature.
In the paper, the situation and problems of urban sanitation in Hangzhou were analyzed, it was suggested that the government mechanism, market and social mechanisms should be combined on the basis of rectangle model so as to make the co-operative management. The feasible counter-measures were discussed.
According to the open color management standards formulated by International Color Consortium(ICC),the polynomial regression algorithm,the matrix-based model and LUT-based model are used to create the profile protocol to describe the device features of scanner so as to realize the scanner color management based on ICC standard.
The prediction accuracy of high,medium and low forest density in basal area of forest stands by using the model is 94%,95% and 97% respectively. The prediction accuracy of volume is 92%,94% and 96% respectively. The results indicate the prediction accuracy of the transfer matrix in lower density forest is better than higher density forest,in the case of exclusive of mortality or thinning.
This new matrix formulation is suitable to analyze and simulate the DEDS, and can describe the dynamic behavior of DEDS, which is analogous to the state equation in control system theory.
The paper contains a new nonperturbative representation for the subleading contribution to the free energy of a multicut solution for a Hermitian matrix model.
This representation is a generalization of the formula proposed by Klemm, Marino, and Theisen for a two-cut solution, which was obtained by comparing the cubic matrix model with the topological B-model on the local Calabi-Yau geometry
The expression for the density of states is derived in the semiclassical S-matrix formalism shedding light onto the origin of the differences between the semiclassical theory and the corresponding result derived from random matrix models.