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Questions about the properties of vector spaces and linear transformations, including linear systems in general.

3 votes
1 answer
202 views

Exponential growth of shortest vector norm for successive lattices corresponding to powers o...

Let $A\in M_{2\times 2}(\mathbb{Z}) $ be a two by two integer matrix such that $0,\pm 1$ are not eigenvalues of $A$ and $\left|\det(A)\right|>1$. I am interested in the growth of the norm shortest vec …
an_ordinary_mathematician's user avatar
2 votes

Operator norm of some type of discrete Fourier matrix

You can use the $F_wF_w^*$ argument to calculate the operator norm of the matrix. In fact we have that the elements of $ F_w $ are of the form $f_{kn} = \lambda^k_n $. So the entries of $F_wF_w^*$ are …
an_ordinary_mathematician's user avatar