点击切换搜索课件文库搜索结果(344)
文档格式:PPT 文档大小:105KB 文档页数:14
1 Definition Subordination means putting a grammatical unit in a lower rank or position. A grammatical unit that functions as a constituent of another unit of equal or lower rank of structure is called subordinate constructi, which might
文档格式:DOC 文档大小:35.5KB 文档页数:2
2-6解:a(o)s|(o) (/o) OPC 令a(a_1 代入上式,解方程得 ±a+√2+4a2Q
文档格式:PDF 文档大小:58KB 文档页数:5
Appendix B Useful identities Algebraic identities for vectors and dyadics A + B = B + A (B.1) A · B = B · A (B.2)
文档格式:PPT 文档大小:97KB 文档页数:13
Anything that can be offered to a market for attention, acquisition, use or consumption. Satisfies a want or a need. Includes: –Physical Products –Services –Persons –Places
文档格式:PPT 文档大小:358KB 文档页数:18
一、设矩阵A满足A2+A-4E=0,其中E为单位矩阵,则(A-E)-1=
文档格式:DOC 文档大小:25KB 文档页数:1
#include void maino printf(\l---a=%d, x=%f\\n\, a, x); X 将a的值赋给b后,a自加1*/
文档格式:DOC 文档大小:573.5KB 文档页数:10
1.某温度时,NH4C(s)分解压力是标准压力,则分解反应的平衡常数K为: C(A)1(B)1/2(C)1/4(D)1/8
文档格式:PPT 文档大小:268KB 文档页数:13
一、齐次线性方程组 例1设A为n阶矩阵,证明 R(A)=R(). 证明由于若Ax=0,有AAx=0,这说明凡是 Ax=0的解必为AAx=0的解。 另一方面,若AAx=0,我们记Ax=y,则有 yy=x'a'ax=x(a'Ax)=0,则y=0,亦 即Ax=0.这说明凡是AAx=0的解必为Ax=0的 解。故A'Ax=0与Ax=0的同解。当两齐次线性 方程组同解,意味着它们的基础解系包含的向 量个数相等,亦即有: n-R(A)=n-R(A'A) 所以R(A)=R(A'a)
文档格式:PDF 文档大小:94.59KB 文档页数:9
1.(01-1-03)设矩阵A满足A2+A-4E=O,其中E为单位矩阵,则(A-E)-1= 解应填(A+2E) 应设法分解出A-E因子.由A2+A-4E=O,有 (-)(a+2e)=2e,即(a-e)-(a+2e)=e
文档格式:PDF 文档大小:3.97MB 文档页数:291
1 Neglect: A Disorder of Spatial Attention 1 Anjan Chatterjee 2 Bálint’s Syndrome: A Disorder of Visual Cognition 27 Robert Rafal 3 Amnesia: A Disorder of Episodic Memory 41 Michael S. Mega 4 Semantic Dementia: A Disorder of Semantic Memory 67 John R. Hodges 5 Topographical Disorientation: A Disorder of Way-Finding Ability 89 Geoffrey K. Aguirre 6 Acquired Dyslexia: A Disorder of Reading 109 H. Branch Coslett 7 Acalculia: A Disorder of Numerical Cognition 129 Darren R. Gitelman 8 Transcortical Motor Aphasia: A Disorder of Language Production 165 Michael P. Alexander 9 Wernicke Aphasia: A Disorder of Central Language Processing 175 Jeffrey R. Binder 10 Apraxia: A Disorder of Motor Control 239 Scott Grafton 11 Lateral Prefrontal Syndrome: A Disorder of Executive Control 259 Robert T. Knight and Mark D’Esposito Contributors 281
首页上页2021222324252627下页末页
热门关键字
搜索一下,找到相关课件或文库资源 344 个  
©2008-现在 cucdc.com 高等教育资讯网 版权所有