SystemC是一种基于C++的新型的描述语言。基于SystemC的软硬件协同设计比传统设计方法更加灵活。Cocentric System Studio(CCSS)是Synopsys公司推出的基于SystemC的系统开发和模拟工具。本文讨论了利用CCSS平台和SystemC语言进行设计、...SystemC是一种基于C++的新型的描述语言。基于SystemC的软硬件协同设计比传统设计方法更加灵活。Cocentric System Studio(CCSS)是Synopsys公司推出的基于SystemC的系统开发和模拟工具。本文讨论了利用CCSS平台和SystemC语言进行设计、仿真和调试的方法。展开更多
By using properties of triangular algebra, we prove that if derivations D and G on a triangular algebra T satisfy certain generalized identities, then both D and G are zero mappings. As a corollary we get that if D an...By using properties of triangular algebra, we prove that if derivations D and G on a triangular algebra T satisfy certain generalized identities, then both D and G are zero mappings. As a corollary we get that if D and G are cocentralizing on T, then both D and G are zero mappings.展开更多
Let R be a prime ring with center Z and S包含 R. Two mappings D and G of R into itself are called cocentralizing on S if D（x）x - xG（x） ∈ Z for all x ∈S. The main purpose of this paper is to describe the structur...Let R be a prime ring with center Z and S包含 R. Two mappings D and G of R into itself are called cocentralizing on S if D（x）x - xG（x） ∈ Z for all x ∈S. The main purpose of this paper is to describe the structure of generalized derivations which are cocentralizing on ideals, left ideals and Lie ideals of a prime ring, respectively. The semiprime ease is also considered.展开更多
文摘SystemC是一种基于C++的新型的描述语言。基于SystemC的软硬件协同设计比传统设计方法更加灵活。Cocentric System Studio(CCSS)是Synopsys公司推出的基于SystemC的系统开发和模拟工具。本文讨论了利用CCSS平台和SystemC语言进行设计、仿真和调试的方法。
基金The NSF(11101175,11371165) of China985 Project211 Project
文摘By using properties of triangular algebra, we prove that if derivations D and G on a triangular algebra T satisfy certain generalized identities, then both D and G are zero mappings. As a corollary we get that if D and G are cocentralizing on T, then both D and G are zero mappings.
文摘Let R be a prime ring with center Z and S包含 R. Two mappings D and G of R into itself are called cocentralizing on S if D（x）x - xG（x） ∈ Z for all x ∈S. The main purpose of this paper is to describe the structure of generalized derivations which are cocentralizing on ideals, left ideals and Lie ideals of a prime ring, respectively. The semiprime ease is also considered.
