The method and procedure for realizing parameter statistical correlation analysis of bipolar analongous integrated circuits are given, and a statistical method of double parame-ters (BF, Rs) with some symmetrical parameters is suggested.
In this paper, the rotating-symmetric parameter is first introduced. Then the method to calculate this parameter is provided, and the relation between this parameter and the elements of the target scattering matrix is found. Finally, the parameter values of some special radar targets are given.
The angle of the mandible between the corpus and ramus is another symmetric parameter that is important for the facial architecture.
From known probabilities in ordinary quantum mechanics, a time-symmetric parameter P0 is then derived that properly weights the likelihood of any complete sequence of measurement outcomes on a quantum system.
The solution metrics depend on all four spacetime coordinates t,x,y and r, and in the x,y subspace are either spherically symmetric (parameter K0 >amp;gt; 0) or spatially flat (K0 = 0).
A new procedure is proposed for the calculation of bounds for simple eigenvalues of a real symmetric parameter-dependent matrix.