@article { author = {Fatemidokht, Mahdieh and Askari Hemmat, Ataollah}, title = {p-adic Shearlets}, journal = {Wavelet and Linear Algebra}, volume = {5}, number = {1}, pages = {57-71}, year = {2018}, publisher = {Vali-e-Asr university of Rafsanjan}, issn = {2383-1936}, eissn = {2476-3926}, doi = {10.22072/wala.2017.61717.1112}, abstract = {The field $Q_{p}$ of $p$-adic numbers is defined as the completion of the field of the rational numbers $Q$ with respect to theĀ  $p$-adic norm $|.|_{p}$. In this paper, we study the continuous and discrete $p-$adic shearlet systems on $L^{2}(Q_{p}^{2})$. We also suggest discrete $p-$adic shearlet frames. Several examples are provided.}, keywords = {Fourier transform,continuous p-adic shearlet transform,p-adic shearlet system}, url = {https://wala.vru.ac.ir/article_29394.html}, eprint = {https://wala.vru.ac.ir/article_29394_53c2ff2b53834194d66fb0fe56531761.pdf} }