TY - JOUR ID - 23366 TI - Determination of subrepresentations of the standard higher dimensional shearlet group JO - Wavelet and Linear Algebra JA - WALA LA - en SN - 2383-1936 AU - zare, Masoumeh AU - Kamyabi-Gol, Rajab ali AU - amiri, Zahra AD - Department of Pure Mathematics, Ferdowsi University of Mashhad, Mashhad, Islamic Republic of Iran. Y1 - 2017 PY - 2017 VL - 4 IS - 1 SP - 11 EP - 21 KW - ‎‎ orbit KW - standard higher dimensional shearlet group KW - square-integrable representation‎ DO - 10.22072/wala.2017.23366 N2 - ‎This paper is devoted to definition standard higher dimension shearlet group $ \mathbb{S} = \mathbb{R}^{+} \times \mathbb {R}^{n-1} \times \mathbb {R}^{n} $ and determination of square integrable subrepresentations of this group‎. ‎Also we give a characterisation of admissible vectors associated to the Hilbert spaces corresponding to each su brepresentations‎. UR - https://wala.vru.ac.ir/article_23366.html L1 - https://wala.vru.ac.ir/article_23366_278253b8ba374cbd231b1cdf2dd51313.pdf ER -