(二)米尔尼(Miline)公式 取r=3,并令a=a1=a2=B1=0,由方程组可 解出a3=1,Bo=3,=48

一、选择题 1、A,2、A,3、C,4、D, 5、B, 6、C,7、A,8、B,9、B, 10、A

A.1 人类视觉系统概述 A.1.1 人类视觉系统的组成 A.1.2 眼球的光学系统 A.1.3 视网膜 A.1.4 视觉通路 A.2 生物视觉信息处理 A.2.1 视觉信息的空间域处理 A.2.1.1 感受野 A.2.1.2 生物视觉系统中的特征检测 A.2.1.3 侧抑制 A.2.2 生理频率分析器

A cargo shipper and the underwriter requested to insure a maritime risk requie some assurance that any particular vessel is structurally fit to undertake a proposed voyage.TO enable the shipper and underwriter to distinguish the good risk from the bad2a system of classification

0-1已知a=127+4m,b=-10m,试分别用作图法和解析法求解:(1)a+b:(2)a-b。 解:(1)a+b=(127+47-101)m=(27+4万)

Appendix B Useful identities Algebraic identities for vectors and dyadics A + B = B + A (B.1) A · B = B · A (B.2)

6-A1 Pivalinsäurepyrrolidid aus Pivaloylchlorid und Pyrrolidin 6-A2 tert-Butylcyclohexenylketon aus Pivalinsäurepyrrolidid (6-A1) und dem von 1- Bromcyclohexen (4-A3) abgeleiteten Grignard-Reagenz

The geometry is a set of hexahedral solids which have a logical representation. Each block in the geometry is called a ‘solid’. Each solid in the geometry can represent a fluid, porous or solid region

定义4:i)设f(X)=anXn+…+a1X+a,c∈F, 则f(c)=ancn+…+a1c+a,称为f(X)在c点的值

Optimization See Sydsaeter(2005, Chapters 2, 3)and Chiang(1984, Chapters 9, 11, 12 and 21) Positive definite matrix Definite matrices are directly related to optimization. A symmetric matrix A is positive semi- definite(A≥0) if rAr≥0,Vx; positive definite(A>0)