In this paper, we shall point out that the Multidimensional Baskakov opera- tors are unbounded in . Then we give a inverse theorems for multivariate Baskakov operators with Jacobi weights. A crucial tools in our app...In this paper, we shall point out that the Multidimensional Baskakov opera- tors are unbounded in . Then we give a inverse theorems for multivariate Baskakov operators with Jacobi weights. A crucial tools in our approach is a decompo- sition technique and a new type weights norm and flew K-function展开更多
The concept of groups with multiple operators can be found in [1] or [2].It's simply called Ω-Group.In this paper,we introduce the concept of -radical in Ω-Groups and discribe (G) and -semisimple (2-Groups. Then...The concept of groups with multiple operators can be found in [1] or [2].It's simply called Ω-Group.In this paper,we introduce the concept of -radical in Ω-Groups and discribe (G) and -semisimple (2-Groups. Then,we expand the results about rings and modules to Ω-Groups.展开更多
文摘In this paper, we shall point out that the Multidimensional Baskakov opera- tors are unbounded in . Then we give a inverse theorems for multivariate Baskakov operators with Jacobi weights. A crucial tools in our approach is a decompo- sition technique and a new type weights norm and flew K-function
文摘The concept of groups with multiple operators can be found in [1] or [2].It's simply called Ω-Group.In this paper,we introduce the concept of -radical in Ω-Groups and discribe (G) and -semisimple (2-Groups. Then,we expand the results about rings and modules to Ω-Groups.
