西南大学[0135]数学物理方法18春在线作业
01351、可以用分离变量法求解定解问题的必要条件是
E.初始条件和边界条件为齐次
泛定方程和初始条件为齐次
泛定方程和边界条件为齐次
泛定方程、初始条件和边界条件为齐次
参考答案：泛定方程和边界条件为齐次；
2、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181648409097981.jpg"title="201608261472181648409097981.jpg"alt="1.jpg"/>
孤立奇点
以上都不对
解析点
非孤立奇点
参考答案：非孤立奇点；
3、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182286366002426.jpg"title="201608261472182286366002426.jpg"alt="1.jpg"/>
B.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182323016034080.jpg"title="201608261472182323016034080.jpg"alt="1b.jpg"/>
C.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182340423054170.jpg"title="201608261472182340423054170.jpg"alt="1d.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182313860098632.jpg"title="201608261472182313860098632.jpg"alt="1a.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182332883015494.jpg"title="201608261472182332883015494.jpg"alt="1c.jpg"/>
参考答案：<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182313860098632.jpg"title="201608261472182313860098632.jpg"alt="1a.jpg"/>；
4、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181855493071136.jpg"title="201608261472181855493071136.jpg"alt="1.jpg"/>
与积分路径有关，但与端点坐标无关
与积分路径无关，但与端点坐标有关
与积分路径及端点坐标有关
与积分路径及端点坐标无关
5、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181550801045236.jpg"title="201608261472181550801045236.jpg"alt="11.jpg"/>
D.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181577547007300.jpg"title="201608261472181577547007300.jpg"alt="11b.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181600454008632.jpg"title="201608261472181600454008632.jpg"alt="11d.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181569088096846.jpg"title="201608261472181569088096846.jpg"alt="11a.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181588637001810.jpg"title="201608261472181588637001810.jpg"alt="11c.jpg"/>
6、函数f(x)以b为中心的罗朗（Laurent）展开的系数公式为
A.<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181418550094933.jpg"title="201608261472181418550094933.jpg"alt="b.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181426172025634.jpg"title="201608261472181426172025634.jpg"alt="c.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181433834002808.jpg"title="201608261472181433834002808.jpg"alt="d.jpg"/>
<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181409186061491.jpg"title="201608261472181409186061491.jpg"alt="a.jpg"/>
7、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182177475003226.jpg"title="201608261472182177475003226.jpg"alt="1.jpg"/>
F.-0.5
1
0
0.5
8、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472181942927018811.jpg"title="201608261472181942927018811.jpg"alt="1.jpg"/>
复连通闭区域
单连通闭区域
单连通开区域
复连通开区域
9、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182405999067247.jpg"title="201608261472182405999067247.jpg"alt="1.jpg"/>
非孤立奇点
孤立奇点
解析点
以上都不对
10、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182065751040310.jpg"title="201608261472182065751040310.jpg"alt="1.jpg"/>
复连通开区域
单连通开区域
单连通闭区域
复连通闭区域
11、若实变函数<imgclass="kfformula"src="data:image/png;base64,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"data-latex="u(x,y),\,\,v(x,y)"/>在<imgclass="kfformula"src="data:image/png;base64,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"data-latex="({x}_{0},\,{y}_{0})"/>处连续，则函数<imgclass="kfformula"src="data:image/png;base64,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"data-latex="f(z)=u(x,y)+iv(x,y)"/>在<imgclass="kfformula"src="data:image/png;base64,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"data-latex="{z}_{0}={x}_{0}+i{y}_{0}"/>处连续．
A.√
B.×
12、若实变函数<imgclass="kfformula"src="data:image/png;base64,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"data-latex="u(x,y)"/>，<imgclass="kfformula"src="data:image/png;base64,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"data-latex="v(x,y)"/>在<imgclass="kfformula"src="data:image/png;base64,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"data-latex="({x}_{0},\,{y}_{0})"/>处可微，则函数<imgclass="kfformula"src="data:image/png;base64,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"data-latex="f(z)=u(x,y)+iv(x,y)"/>在<imgclass="kfformula"src="data:image/png;base64,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"data-latex="{z}_{0}={x}_{0}+i{y}_{0}"/>处可微．
A.√
B.×
13、若函数<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFwAAAArCAYAAAD1yO8hAAABzUlEQVRoge2ZwZGDMAxFX3u0kApoIA1w5+4mOOfqAnJOB6mDPRiP2SzYIuBZsPVmMhMmQibftiQLUBRFURRFURRFUZSaaQBzgB8z+VIiNIA92Fe1og84AQagX7F5AO2BY7aTz+owwHv6boFxwebOcat7jp18V8WIW9nghLcLNpZjV7enXRmvWFqc4F3EpiHsgBy8qSiWG5zgt4hNR95Y+yA+4UVhWY7Zc3ILkntCT8Vr+qRspImtx03gyO9qpyHkiU/ugme4NDeC0F4cf72UGFM7wNMRErAliN7gVnAsTkvHuDQ+Ya7V3R6pGPbj+jb5fpOucKoQ3G//nGIY0hO6d4zL8ED2R78Rw4cRae1eheCShAnbxWhxcXxLbV2F4COycmzLwaRHFkLmNBRepYA8YQI8kZWFQ8RurSRkuucp8H9ppAkTnFipHrjBidbz99RqiAue+r0IpAkT0g0m30lsCBNpcSKOpPswljyNsVMhTZiemGj243p+2pSs3JyNsdMgFcMTezGxh37jc1wSnzC3bONclcSLQluzlrB1Dd+J13HMC2SPoeC27EgovSS9jTWGHffO8YejYvGx0rJ/VR0hVNFiK4qiKIqiKIqi/Cs/qHWJOMDQsfUAAAAASUVORK5CYII="data-latex="f(z)"/>在<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEYAAAAtCAYAAAATHR0dAAAA30lEQVRoge3Wuw3CMBRG4bNeVmACFmABevfU9KnTegBqNmCOUNxEeQARUAQUn0+yIieN88u+viBJkiRJkiRJcwlou5FG7yug/smK/sCRCKQGMkM4FdB0zyLl2XxHBHMD9quv5s+dmB6p4vXHZ2mnNMC5G80ai/q1PVFnlmpKYhpGw8Z3VuK9H2yJYt3rC/cm1cBh4dvYsxA2GcwJuBC7ZffkW5HBHIirumJo8DIRRktc13NFBJNn83H3+6rbLSKYbxjMC0XdSp9IwHU0z2y8j/lEJsI481inJEmSJEkrugPGXTwQ3MSSxwAAAABJRU5ErkJggg=="data-latex="{z}_{0}"/>处可导，则<imgclass="kfformula"src="data:image/png;base64,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"data-latex="f(z)"/>在<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEYAAAAtCAYAAAATHR0dAAAA30lEQVRoge3Wuw3CMBRG4bNeVmACFmABevfU9KnTegBqNmCOUNxEeQARUAQUn0+yIieN88u+viBJkiRJkiRJcwlou5FG7yug/smK/sCRCKQGMkM4FdB0zyLl2XxHBHMD9quv5s+dmB6p4vXHZ2mnNMC5G80ai/q1PVFnlmpKYhpGw8Z3VuK9H2yJYt3rC/cm1cBh4dvYsxA2GcwJuBC7ZffkW5HBHIirumJo8DIRRktc13NFBJNn83H3+6rbLSKYbxjMC0XdSp9IwHU0z2y8j/lEJsI481inJEmSJEkrugPGXTwQ3MSSxwAAAABJRU5ErkJggg=="data-latex="{z}_{0}"/>的邻域内一定能展开为泰勒级数．
A.√
B.×
14、若函数<imgclass="kfformula"src="data:image/png;base64,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"data-latex="f(z)"/>在<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEYAAAAtCAYAAAATHR0dAAAA30lEQVRoge3Wuw3CMBRG4bNeVmACFmABevfU9KnTegBqNmCOUNxEeQARUAQUn0+yIieN88u+viBJkiRJkiRJcwlou5FG7yug/smK/sCRCKQGMkM4FdB0zyLl2XxHBHMD9quv5s+dmB6p4vXHZ2mnNMC5G80ai/q1PVFnlmpKYhpGw8Z3VuK9H2yJYt3rC/cm1cBh4dvYsxA2GcwJuBC7ZffkW5HBHIirumJo8DIRRktc13NFBJNn83H3+6rbLSKYbxjMC0XdSp9IwHU0z2y8j/lEJsI481inJEmSJEkrugPGXTwQ3MSSxwAAAABJRU5ErkJggg=="data-latex="{z}_{0}"/>处可导，则称<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFwAAAArCAYAAAD1yO8hAAABzUlEQVRoge2ZwZGDMAxFX3u0kApoIA1w5+4mOOfqAnJOB6mDPRiP2SzYIuBZsPVmMhMmQibftiQLUBRFURRFURRFUZSaaQBzgB8z+VIiNIA92Fe1og84AQagX7F5AO2BY7aTz+owwHv6boFxwebOcat7jp18V8WIW9nghLcLNpZjV7enXRmvWFqc4F3EpiHsgBy8qSiWG5zgt4hNR95Y+yA+4UVhWY7Zc3ILkntCT8Vr+qRspImtx03gyO9qpyHkiU/ugme4NDeC0F4cf72UGFM7wNMRErAliN7gVnAsTkvHuDQ+Ya7V3R6pGPbj+jb5fpOucKoQ3G//nGIY0hO6d4zL8ED2R78Rw4cRae1eheCShAnbxWhxcXxLbV2F4COycmzLwaRHFkLmNBRepYA8YQI8kZWFQ8RurSRkuucp8H9ppAkTnFipHrjBidbz99RqiAue+r0IpAkT0g0m30lsCBNpcSKOpPswljyNsVMhTZiemGj243p+2pSs3JyNsdMgFcMTezGxh37jc1wSnzC3bONclcSLQluzlrB1Dd+J13HMC2SPoeC27EgovSS9jTWGHffO8YejYvGx0rJ/VR0hVNFiK4qiKIqiKIqi/Cs/qHWJOMDQsfUAAAAASUVORK5CYII="data-latex="f(z)"/>在<imgclass="kfformula"src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEYAAAAtCAYAAAATHR0dAAAA30lEQVRoge3Wuw3CMBRG4bNeVmACFmABevfU9KnTegBqNmCOUNxEeQARUAQUn0+yIieN88u+viBJkiRJkiRJcwlou5FG7yug/smK/sCRCKQGMkM4FdB0zyLl2XxHBHMD9quv5s+dmB6p4vXHZ2mnNMC5G80ai/q1PVFnlmpKYhpGw8Z3VuK9H2yJYt3rC/cm1cBh4dvYsxA2GcwJuBC7ZffkW5HBHIirumJo8DIRRktc13NFBJNn83H3+6rbLSKYbxjMC0XdSp9IwHU0z2y8j/lEJsI481inJEmSJEkrugPGXTwQ3MSSxwAAAABJRU5ErkJggg=="data-latex="{z}_{0}"/>处解析．
A.√
B.×
15、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183170384092470.jpg"title="201608261472183170384092470.jpg"alt="1.jpg"/>
16、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182571664082824.jpg"title="201608261472182571664082824.jpg"alt="1.jpg"/>
17、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182981225086356.jpg"title="201608261472182981225086356.jpg"alt="1.jpg"/>
18、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182811192029389.jpg"title="201608261472182811192029389.jpg"alt="1.jpg"/>
19、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183324406078920.jpg"title="201608261472183324406078920.jpg"alt="2.jpg"/>
20、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183448643072359.jpg"title="201608261472183448643072359.jpg"alt="1.jpg"/>
21、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183346054028267.jpg"title="201608261472183346054028267.jpg"alt="1.jpg"/>
22、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182687522082271.jpg"title="201608261472182687522082271.jpg"alt="1.jpg"/>
23、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183214666080722.jpg"title="201608261472183214666080722.jpg"alt="1.jpg"/>
24、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183620044043911.jpg"title="201608261472183620044043911.jpg"alt="1.jpg"/>
25、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183084968086990.jpg"title="201608261472183084968086990.jpg"alt="1.jpg"/>
26、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183395427038168.jpg"title="201608261472183395427038168.jpg"alt="1.jpg"/>
27、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182872697025196.jpg"title="201608261472182872697025196.jpg"alt="1.jpg"/>
28、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183674177087926.jpg"title="201608261472183674177087926.jpg"alt="1.jpg"/>
29、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183491468017525.jpg"title="201608261472183491468017525.jpg"alt="1.jpg"/>
30、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472182745108082506.jpg"title="201608261472182745108082506.jpg"alt="1.jpg"/>
31、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183126490068748.jpg"title="201608261472183126490068748.jpg"alt="1.jpg"/>
32、求解球内的定解问题.doc</a>
33、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472196939221024552.jpg"title="201608261472196939221024552.jpg"alt="1.jpg"/>
34、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195718078029183.jpg"title="201608261472195718078029183.jpg"alt="1.jpg"/>
35、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195253687064121.jpg"title="201608261472195253687064121.jpg"alt="1.jpg"/>
36、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195807227042224.jpg"title="201608261472195807227042224.jpg"alt="1.jpg"/>
37、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472196446568003923.jpg"title="201608261472196446568003923.jpg"alt="1.jpg"/>
38、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195183758005522.jpg"title="201608261472195183758005522.jpg"alt="1.jpg"/>
39、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472194507704041629.jpg"title="201608261472194507704041629.jpg"alt="1.jpg"/>
40、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472194860350090629.jpg"title="201608261472194860350090629.jpg"alt="1.jpg"/>
41、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472197395998076919.jpg"title="201608261472197395998076919.jpg"alt="1.jpg"/>
42、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195102303050109.jpg"title="201608261472195102303050109.jpg"alt="1.jpg"/>
43、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472196050414015388.jpg"title="201608261472196050414015388.jpg"alt="1.jpg"/>
44、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472183857584071634.jpg"title="201608261472183857584071634.jpg"alt="1.jpg"/>
45、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195430861084135.jpg"title="201608261472195430861084135.jpg"alt="1.jpg"/>
46、求解狄利克雷问题.doc</a>
47、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472194434405027591.jpg"title="201608261472194434405027591.jpg"alt="1.jpg"/>
48、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472196746352061060.jpg"title="201608261472196746352061060.jpg"alt="1.jpg"/>
49、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195522585068145.jpg"title="201608261472195522585068145.jpg"alt="1.jpg"/>
50、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472196115364002032.jpg"title="201608261472196115364002032.jpg"alt="1.jpg"/>
51、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195986981091515.jpg"title="201608261472195986981091515.jpg"alt="1.jpg"/>
52、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195307707082837.jpg"title="201608261472195307707082837.jpg"alt="1.jpg"/>
53、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472197142289081306.jpg"title="201608261472197142289081306.jpg"alt="1.jpg"/>
54、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472197282644005983.jpg"title="201608261472197282644005983.jpg"alt="1.jpg"/>
55、计算<imgclass="kfformula"src="data:image/png;base64,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"data-latex="\sqrt[{5}]{-2+2i\,\,}"/>
56、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472197522353090538.jpg"title="201608261472197522353090538.jpg"alt="1.jpg"/>
57、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472196542116023280.jpg"title="201608261472196542116023280.jpg"alt="1.jpg"/>
58、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472195888785043738.jpg"title="201608261472195888785043738.jpg"alt="1.jpg"/>
59、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472194783114098114.jpg"title="201608261472194783114098114.jpg"alt="1.jpg"/>
60、<imgsrc="/resourcefile/uploadFiles/file/questionImgs/201608261472194651065010962.jpg"title="201608261472194651065010962.jpg"alt="1.jpg"/>
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