1.
Spring Break: Read the parts of Chap.6 that complement the OPE material discussed in class.
春假:阅读第六章的一些部分以补充课上关于算符乘积展开内容的讨论。
2.
Spring Break: Read the parts of Chap. 6 that complement the OPE material discussed in class.
8春假:阅读第六章的一些部分以补充课上关于算符乘积展开内容的讨论。
3.
The logical operation which makes use of the AND operator or logical product.

使用AND运算符或逻辑乘积的逻辑运算。
4.
A quantity written in an extended form, as a sum of terms or a continued product.

展开式以展开形式写出的量,象数字的总和或连续的乘积
5.
are 1 to 30 numbers, logical values, or text representations of numbers that you want to multiply
要计算乘积的1到30个数值参数、逻辑值参数或者代表数值的字符串参数
6.
any of the numbers (or symbols) that form a product when multiplied together.

任何一个参与乘法运算的数字或符号。
7.
Dual Toeplitz Operators and Products of Hankel Operators in the Several Complex Variables;
多变量的对偶Toeplitz算子及Hankel算子乘积
8.
Developing the Phase Space Theory in Quantum Mechanics by Virtue of the Entangled State Representation and the Technique of Integration Within an Ordered Product (IWOP) of Operators;
用纠缠态表象和有序算符内的积分方法发展量子力学相空间理论
9.
A Cooperative Locating Algorithm Based on Least Square and Taylor Series Algorithm

一种基于最小二乘法和Taylor级数展开法的协同定位算法
10.
Square measurements are calculated by multiply length by width.

面积是通过长乘以宽来计算的。
11.
Products of Toeplitz Operators with Quasihomogeneous Symbols on the Bergman Space;

Bergman空间上拟齐次Toeplitz算子的乘积
12.
Research on Some Invariance Properties of Operator Product;

关于算子乘积的一些不变性问题研究
13.
The Decoding Algorithm of TPC and Realization;

Turbo乘积码的译码算法及FPGA实现
14.
Toeplitz Operators with Quasihomogeneous Symbols of Positive Degree;

正度拟齐次Toeplitz算子的乘积
15.
Some Theorems of Approximation by Two-Dimensional Non-product Type Generalized Baskakov Operators;
二元非乘积型广义Baskakov算子的逼近性质
16.
A Short-cut Calculation for The Product ( a…a +b)( c…c +d) when ac is Exactly Divided by 9;
当9能整除ac时乘积(+b)(+d)的捷算法
17.
Research of the Encoding and Decoding Algorithm on Turbo Product Code and Realization by FPGA
Turbo乘积码编译码算法研究及其FPGA实现
18.
Commutativity and Products of (Dual) Toeplitz Operators

(对偶)Toeplitz算子的交换性与乘积