Y. Diao

most citedFrom Weyl-Heisenberg Frames to Infinite Quadratic Forms

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.GT2007

Tutte Polynomials of Tensor Products of Signed Graphs and their Applications in Knot Theory

Y. Diao, G. Hetyei, K. Hinson

It is well-known that the Jones polynomial of an alternating knot is closely related to the Tutte polynomial of a special graph obtained from a regular projection of the knot. Rely…

math.FA2005

Weyl-Heisenberg Frame Wavelets with Basic Supports

Xunxiang Guo, Yuanan Diao, Xingde Dai

Let $a$ , $b$ be two fixed non-zero constants. A measurable set $E \subset R$ is called a Weyl-Heisenberg frame set for $(a, b)$ if the function $g = χ_{E}$ generates a Weyl-H…

math.FA2005★ 2 cited

From Weyl-Heisenberg Frames to Infinite Quadratic Forms

Xunxiang Guo, Yuanan Diao, Xingde Dai

Let $a$ , $b$ be two fixed positive constants. A function $g \in L^{2} (R)$ is called a \textit{mother Weyl-Heisenberg frame wavelet} for $(a, b)$ if $g$ generates a frame for…