{"title":"Generalised Slant Weighted Toeplitz Operator","authors":"S. C. Arora, Ritu Kathuria","country":null,"institution":"","volume":51,"journal":"International Journal of Mathematical and Computational Sciences","pagesStart":366,"pagesEnd":370,"ISSN":"1307-6892","URL":"https:\/\/publications.waset.org\/pdf\/10560","abstract":"A slant weighted Toeplitz operator A\u03c6 is an operator\r\non L2(\u03b2) defined as A\u03c6 = WM\u03c6 where M\u03c6 is the weighted\r\nmultiplication operator and W is an operator on L2(\u03b2) given by\r\nWe2n = \u03b2n\r\n\u03b22n\r\nen, {en}n\u2208Z being the orthonormal basis. In this paper,\r\nwe generalise A\u03c6 to the k-th order slant weighted Toeplitz operator\r\nU\u03c6 and study its properties.","references":null,"publisher":"World Academy of Science, Engineering and Technology","index":"Open Science Index 51, 2011"}