They are Hermitian: (U†=U), whereU†is the conjugate transpose ofU. They are unitary: (U†U=UU†=I), whereIis the identity matrix. They have eigenvalues of ±1. Bloch sphere representing a quantum state of |0⟩ created with theplotBlochSpherehelper function in MATLAB. Clifford...
Line 195: This line stores the neural network’s weight and bias vector in a variable. 테마복사 worker.WB = calcLib.getwb(calcNet); Line 211: This line calculates the ‘ssX’ by multiplying the transpose of weight and bias vector with itself....
In this application nZ = 60 and nE = 2000 I tried to: (1) have the bigger loop inside, (2) sweep rows for a fixed column. To do that, I had to transpose some of previously defined matrices. Note that the row with BB2(j,k) = profit... is there because I need to save the ...
In[8]: x = np.array([[1,2,3],[4,5,6],[7,8,9]]) In[7]: xT = np.transpose(x) #take transpose of the matrix In[8]: xT Out[8]:xT = ([[1,4,7],[2,5,8],[3,6,9]]) In[9]:n = diag(range(1,4)) #defining a diagnol matrix In[10]: n Out[10]:n = ([...
Open in MATLAB Online You should transpose your speed vector, so it has one value per row. If you then change your expression to the one below, the implicit expansion will make sure the end result is a matrix. ThemeCopy v=[10, 12, 14, 16, 18, 20]'; t=[50, 60, 7...
Hi I saw this in Matlab document: ThemeCopy function obj = DocPolynom(c) % Construct a DocPolynom object using the coefficients supplied if isa(c,'DocPolynom') obj.coef = c.coef; else obj.coef = c(:).'; end end What does c(:).' mean? Is .' the transpose of each element?
.* means matrix product, if you don't write . will Matlab product the numbers on the same ...
is the transpose of an upper Hessenberg matrix. In the rest of this article, the Hessenberg matrices are upper Hessenberg. Hessenberg matrices play a key role in the QR algorithm for computing the eigenvalues of a general matrix. The first step of the algorithm is to reduce ...
There was a question in stack overflow about implementing Matlab's diff function in Fortran. First attempt: ! diff.f90 module M use ISO_FORTRAN_ENV
You select rows 1:15000 from column 2 of your data matrix and transpose it (using '), and store it in data. Before this operation, data is some N*M matrix with N at least 15000 and M at least 2, and after the assignment, data is a 1x15000 matrix...