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附表(临界值表)参考word

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附表(临界值表)参考word附表1符号检验界域表双边5%2%1%双边5%2%1%n=5678910111213141516171819202122232425262728293031323334353637551617272829393103114114125125135146146156167167178178188199199201020102110221122112312231224132456617181929210211311312313413414514515516616617618718719819820821921922923...

附表(临界值表)参考word
附表1符号检验界域表双边5%2%1%双边5%2%1%n=5678910111213141516171819202122232425262728293031323334353637551617272829393103114114125125135146146156167167178178188199199201020102110221122112312231224132456617181929210211311312313413414514515516616617618718719819820821921922923102310241124112511265060717181911021021121231231341341441541651651751861861971972072182182282392392410241025102626N=3839404142434445464748495051525354555657585960616263646566676869702513261426142715271528162816291630173017311831183219321933193420342035213521362236223722382338233924392440254025412641264226432743122612271327132814281429143015301531163116321633173317341834183519351936193720372038213821392140224022412341234224422443244425442545112712271228122913291330143014311432153215331633163416351735173618361837183819381939203920402140214121422242224323432344234524452446单边2.5%1%0.5%单边2.5%1%0.5%附表2二项分布表nkP0.050.100.150.200.250.300.350.400.450.50200.90250.81000.72250.64000.56250.49000.42250.36000.36250.250010.99750.99000.97750.96000.93750.91000.87750.84000.79750.750021.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000300.85740.72900.61410.51200.42190.34300.27460.21600.16640.125010.99280.97200.93920.89600.84380.78400.71820.64800.57480.500020.99990.99900.99660.99200.98440.97300.95710.93600.90890.875031.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000400.81450.65610.52200.40960.31640.24010.17850.12960.09150.062510.98600.94770.89050.81920.73830.65170.56300.47520.39100.312520.99950.99630.98800.97280.94920.91630.87350.82080.75850.687531.00000.99990.99950.99840.99610.99190.98500.97440.95900.937541.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000500.77380.59050.44370.32770.23730.16810.11600.07780.05030.031210.97740.91850.83520.73730.63280.52820.42840.33700.25620.187520.99880.99140.97340.94210.89650.83690.76480.68260.59310.500031.00000.99950.99780.99330.98440.96920.94600.91300.86880.812541.00001.00000.99990.99970.99900.99760.99470.98980.98150.968851.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000600.73510.53140.37710.26210.17800.11760.07540.04760.02270.015610.96720.88570.77650.65530.53390.42020.31910.12220.16360.109420.99780.98420.95270.90110.8306074430.64710.54430.44150.343830.99990.99820.99410.98300.96240.92950.88260.82080.74470.656241.00000.99990.99960.99840.99540.98910.97770.95900.93080.890651.00001.00001.00000.99990.99980.99930.99820.99590.99170.984461.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000700.69830.47830.32060.20970.13350.08240.04900.02800.01520.007810.95560.85030.71660.57670.44490.32940.23380.15860.10240.062520.99620.97430.92620.85200.75640.64710.53230.41990.31640.226630.9980.99730.98790.99670.92940.87400.80020.71020.60830.500041.00000.99980.99880.99530.98710.97120.94440.90370.84710.773451.00001.00000.99990.99960.99870.99620.99100.98120.96430.937561.00001.00001.00001.00000.99990.99980.99940.99840.99630.992271.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000800.66340.43050.27250.16780.10010.05760.03190.01680.00840.003910.94280.81310.65720.50330.36710.25530.16910.10640.06320.035220.99420.96190.89480.79690.67850.55180.42780.31540.22010.144530.99960.99500.97860.94370.88620.80590.70640.59410.47700.363341.00000.99960.99710.98690.97270.94200.89390.82630.73960.636751.00001.00000.99980.99880.99580.98870.97470.95020.91150.855561.00001.00001.00000.99990.99960.99870.99640.99150.98190.964871.00001.00001.00001.00001.00000.99990.99980.99930.99830.996181.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000900.63020.38740.23160.13420.07510.04040.02070.01010.00460.002010.92880.77480.59950.43620.30030.19600.12110.07050.03850.0195nkP0.050.100.150.200.250.300.350.400.450.50920.99160.94700.85910.73820.60070.46280.33730.23180.14950.089830.99940.99170.96610.91440.83430.72970.60890.48260.36140.259341.00000.99910.99440.98040.95110.90120.82830.73340.62140.500051.00000.99990.99940.99690.99000.99470.94670.90060.83420.746161.00001.00001.00000.99970.99870.99570.98880.97500.95020.910271.00001.00001.00001.00000.99990.99960.99860.99620.99090.980581.00001.00001.00001.00001.00001.00000.99990.99970.99920.998091.00001.00001.00001.00001.00001.00001.00001.00001.00001.00001000.59870.34870.19690.10740.05630.02820.01350.00600.00250.001010.91390.73610.54430.37580.24400.14930.08600.04640.02330.010720.98850.92980.82020.67780.52560.38280.26160.16730.09960.054730.99900.98720.95000.87910.77590.64960.51380.38230.26600.171940.99990.99840.99010.96720.92190.84970.75150.63310.50440.377051.00000.99990.99860.99360.98030.95270.90510.83380.73840.623061.00001.00000.99990.99910.99650.98940.97400.94520.89800.828171.00001.00001.00000.99990.99960.99840.99520.98770.97260.945381.00001.00001.00001.00001.00000.99990.99950.99830.99550.989391.00001.00001.00001.00001.00001.00001.00000.99990.99970.9990101.00001.00001.00001.00001.00001.00001.00001.00001.00001.00001100.56880.31380.16730.08590.04220.01980.00880.00360.00140.000510.89810.69740.49220.32210.19710.11300.06060.03020.01390.005920.98480.91040.77880.61740.45520.31270.20010.11890.06520.032730.99840.98150.93060.83890.71330.56960.42560.29630.19110.113340.99990.99720.98410.94960.88540.78970.66830.53280.39710.274451.00000.99970.99730.98830.96570.92180.85130.75350.63310.500061.00001.00000.99970.99800.99240.97840.94990.90060.82620.725671.00001.00001.00000.99980.99880.99570.98780.97070.93900.887681.00001.00001.00001.00000.99990.99940.99800.99410.98520.967391.00001.00001.00001.00001.00001.00000.99980.99930.99780.9941101.00001.00001.00001.00001.00001.00001.00001.00000.99980.9995111.00001.00001.00001.00001.00001.00001.00001.00001.00001.00001200.5440.28240.14220.06870.03170.01380.00570.00220.00080.000210.88160.65900.44350.27490.15840.08500.04240.01960.00830.003220.98040.88910.73580.55830.39070.25280.15130.08340.04210.019330.99780.97440.90780.79460.64880.49250.34670.22530.13450.073040.99980.99570.97610.92740.84240.72370.5830.43820.30440.193851.00000.99950.99540.98060.94560.88220.78730.66530.52690.387261.00000.99990.99930.99610.98570.96140.91540.84180.73930.612871.00001.00000.99990.9994.99720.99050.97450.94270.88830.806281.00001.00001.00000.99990.99960.99830.99440.98470.96440.927091.00001.00001.00001.00001.00000.99980.99920.99720.99210.9807101.00001.00001.00001.00001.00001.00000.99990.99970.99890.9968111.00001.00001.00001.00001.00001.00001.00001.00000.99990.9998121.00001.00001.00001.00001.00001.00001.00001.00001.00001.00001300.51330.25420.12090.05500.02380.00970.00370.00130.00040.000110.86480.62130.39830.23360.12670.06370.02960.01260.00940.001720.97550.86610.69200.50170.33260.20250.11320.05790.02690.012230.99690.96580.88200.74730.58430.42060.27830.16860.09290.046140.99970.99350.96580.90090.79400.65430.50050.35300.22790.133451.00000.99910.99240.97000.91980.83460.71590.57440.42680.29051.00000.99990.99870.99300.97570.93760.87050.77120.64370.50001.00001.00000.99980.99880.99440.98180.92380.90230.82120.8212nkP0.050.100.150.200.250.300.350.400.450.501381.00001.00001.00000.99980.99900.99600.98740.96790.93020.866691.00001.00001.00001.00000.99990.99930.99750.99220.97970.9539101.00001.00001.00001.00001.00000.99990.99970.99870.99590.9888111.00001.00001.00001.00001.00001.00001.00000.99990.99950.9983121.00001.00001.00001.00001.00001.00001.00001.00001.00000.9999131.00001.00001.00001.00001.00001.00001.00001.00001.00001.00001400.48770.22880.10280.04400.01780.00680.00240.00080.00020.000110.84700.58460.35670.19170.10100.04750.02050.00810.00290.000920.96990.84160.64790.44810.28110.16080.08390.03980.01700.006530.99680.95590.85350.69820.52130.35520.22050.12430.06320.028740.99960.99080.9530.87020.74150.58420.42270.24930.16720.089851.00000.99850.98850.95610.88830.78050.64050.48590.33730.212061.00000.99980.99780.98840.96170.90670.81640.69250.54610.395371.00001.00000.99970.99760.98970.96850.92470.84990.74140.604781.00001.00001.00000.99960.99780.99170.97570.94170.88110.788091.00001.00001.00001.00000.99970.99830.99400.98250.95470.9102101.00001.00001.00001.00001.00000.99980.99890.99610.98860.9713111.00001.00001.00001.00001.00001.00000.99990.99940.99780.9935121.00001.00001.00001.00001.00001.00001.00000.99990.99970.9991131.00001.00001.00001.00001.00001.00001.00001.00001.00000.9999141.00001.00001.00001.00001.00001.00001.00001.00001.00001.00001500.46330.20590.08740.03520.01340.00470.00160.00050.00010.000010.82900.54900.31860.16710.08020.03530.01420.00520.00120.000120.96380.81590.60420.39800.23610.12680.06170.02710.01070.003730.99450.94440.82270.64820.46130.29690.17270.09050.04240.017640.99940.98730.93830.83580.68650.51550.35190.21730.12040.059250.99990.99780.98320.93890.85160.72160.56430.40320.26080.150961.00000.99970.99640.98190.94340.86890.75480.60980.45220.303671.00001.00000.99940.99580.98270.95000.88680.78690.65350.500081.00001.00000.99990.99920.99580.98480.95780.90500.81820.696491.00001.00001.00000.99990.99920.99630.98760.96620.92310.8491101.00001.00001.00001.00000.99990.99930.99720.99070.97450.9408111.00001.00001.00001.00001.00000.99990.99950.99810.99370.9824121.00001.00001.00001.00001.00001.00000.99990.99970.99890.9963131.00001.00001.00001.00001.00001.00001.00001.00000.99990.9995141.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000151.00001.00001.00001.00001.00001.00001.00001.00001.00001.0000附表3 标准 excel标准偏差excel标准偏差函数exl标准差函数国标检验抽样标准表免费下载红头文件格式标准下载 正态分布表z0.000.010.020.030.040.050.060.070.080.090.00.50000.50400.50800.51200.51600.51990.52390.52790.53190.53590.10.53980.54380.54780.55170.55570.55960.56360.56750.57140.57530.20.57930.58320.58710.59100.59480.59870.60260.60640.61030.61410.30.61790.62170.62550.62930.63310.63680.64060.64430.64800.65170.40.65540.65910.66280.66640.67000.67360.67720.68080.68440.68790.50.69150.69500.69850.70190.70540.70880.71230.71570.71900.72240.60.72570.72910.73240.73570.73890.7420.74540.74860.75170.75490.70.75800.76110.76420.76730.77030.77340.77640.77940.78230.78520.80.78810.79100.79390.79670.79950.80230.80510.80780.81060.81330.90.81590.81860.82120.82380.82640.82890.83150.83400.83650.83891.00.84130.84380.84610.84850.85080.85310.85540.85770.85990.86211.10.86430.86650.86860.87080.87290.87490.87700.87900.88100.88301.20.88490.88690.88880.89070.89250.89440.89620.89800.89970.90151.30.90320.90490.90660.90820.90990.91150.91310.91470.91630.91771.40.91920.92070.92220.92360.92510.92650.92790.92920.93060.93191.50.93320.93450.93570.93700.93820.93940.94060.94180.94290.94411.60.94520.94630.94740.94840.94950.95050.95150.95250.95350.95451.70.95540.95640.95730.95820.95910.95990.96080.96160.96250.96331.80.96410.96490.96560.96640.96710.96780.96860.96930.96990.97061.90.97130.97190.97260.97320.97380.97440.97500.97560.97610.97672.00.97720.97780.97830.97880.97930.97980.98030.98080.98120.98172.10.98210.98260.98300.98340.98380.98420.98460.98500.98540.98572.20.98610.98640.98680.98710.98750.98780.98810.98840.98870.98902.30.98930.98960.98980.99010.99040.99060.99090.99110.99130.99162.40.99180.99200.99220.99250.99270.9290.99310.99320.9340.99362.50.99380.99400.99410.99430.99450.99460.99480.99490.99510.99522.60.9530.99550.99560.99570.99590.99600.99610.99620.99630.99642.70.99650.99660.99670.99680.99690.99700.99710.99720.99730.99742.80.9740.99750.99760.99770.99770.99780.99790.99790.99800.99812.90.99810.99820.99820.99830.99840.99840.99850.99850.99860.99863.00.99870.99870.99870.99880.9880.99890.99890.99890.999009990Z1.2821.6451.9602.3262.5761-ф(Z)0.1000.0500.0250.0100.005附表4威尔科克森带符号的秩和检验临界值(T值)表这里T是最大整数,即P(T≤t/n)≤a累积的单尾概率N2a0.15a0.0750.100.050.050.0250.040.020.030.0150.020.010.01(双尾)0.005(单尾)4567891011121314151617181920212223242526272829303132333435405060708090100012479121619242833394551586573818998108118128138150160173186199212226302487718995131816882105023581013172125303541475360677583911001101191301401511631751872002132864666909601276163820450235810131721252934404652586573814899810711612613714715917018519526443464890712111560195513579121619232833384350566370788694103112122132143154165177189257425636891119215371928024681114182126303541475359667482909910811712713714815917118224941362087211681509189413579121519232732374349556269768492101110120130140151162173238397600846113614711850013579121519232732374248546168758391100109118128138148159220373567805108614101779附表5秩和检验临界值表括号数值表示 样本 保单样本pdf木马病毒样本下载上虞风机样本下载直线导轨样本下载电脑病毒样本下载 容量(n1,n2)(2,4)3110.067(2,5)3130.047(2,6)3150.0364140.071(2,7)3170.0284160.056(2,8)3190.0224180.044(2,9)3210.0184200.036(1,10)4220.035210.061(3,3)6150.05(3,4)6180.0287170.057(3,5)6210.0187200.036(3,6)7230.0248220.048(3,7)8250.0339240.058(3,8)8280.0249280.042(3,9)9300.03211290.05(3,10)9330.02411310.056(4,4)11250.02912240.057(4,5)12280.03213270.056(4,6)12320.01914300.057(4,7)13350.02115330.055(4,8)14380.02416360.055(4,9)15410.02517390.053(4,10)16440.02618420.053(5,5)18370.02819360.048(5,6)19410.02620400.041(5,7)20450.02422430.053(5,8)21490.02323470.047(5,9)22530.02125500.056(5,10)24560.02826540.05(6,6)265200.02128500.047(6,7)28560.02630540.051(6,8)29610.02132580.054(6,9)31650.02533630.044(6,10)33690.02835670.047(7,7)37680.02739660.049(7,8)39730.02741710.047(7,9)41780.02743760.045(7,10)43830.02846800.054(8,8)49870.02552840.052(8,9)51930.02354900.046(8,10)54980.02757950.051(9,9)631080.025661050.047(9,10)661140.027691110.047(10,10)791310.026831270.053附表6曼.怀特尼检验(U的临界值)单尾0.025或双尾0.05N1N2234567891011121314151617181920123456789101112131415161718192001111122220112233445566778012344567891011111213130123567891112131415171819201235681011131416171921222425271356810121416182022242628303234024681013151719222426293134363841024710121517202326283134373942454803581114172023262933363942454852550369131619232630333740444751555862147111418222629333741454953576165691481216202428333741455054596367727612913172226313640455055596467747883151014192429343944495459647075808590161115212631374247535964707581869298261117222834394551576367758187939910527121824303642485561677480869399106112271319253238455258657278859299106131192813202734414855626976839098105112119127单尾0.05或双尾0.1n1n223456789101112131415161718192012345678910111213141516171819200111122233344401223345567789910111234567891011121415161718012456891112131516181920222325023578101214161719212325262830320246811131517192124262830333537391358101315182023262831333639414447136912151821242730333639424548515414711141720242731343741444851555862158121619232731343842465054576165692591317212630343842475155606468727726101519242833374247515661657075808427111621263136414651566166717782879237121823283339445055616672778388941003814192530364248546065717783899510110739152026333945515764707783899610210911549162228354148556168758288951021091161234101723303744515865728087941011091161231304111825323947546269778492100107115123130138附表7游程检验的临界值表r下表(a/2=0.025)n1n22345678910111213141516171819202222222222322222222233333342222333333344444522333334444444555622333344445555556672233344555556666668233344555666667777923344555666777788810233455566777788889112344556677788899991222344566777888999101013223455667788999101010101422345567788999101010111115233455677889910101111111216234466678899101011111112121723446677899101011111112121318234566788991010111112121313192345667889101011111212131313202345667899101011121213131314r上表(a/2=0.025)n1n24567891011121314151617181920499591010111169101112121313131371112131314141414151515811121314141515161616161717171717913141415161616171718181818181810131415161617171818181919192020111314151617171819191920202021211213141616171819192020212121212213151617181919202121222222232314151617181920202122222323232415151618181920212222232324242516171819202121222323242525251717181920212223232425252626181718192021222324252526262719171820212223232425262627272017182021222324252526272728附表8关于最长游程检验的临界值表当n1,n2≤25时,Wa的值P(W≥Wa)≤aⅠa=0.01n1n2789101112131415161718192021222324252232425312131415161718191920212223244910111213131415161717181920202122578910101112131314151516171818192021678891011111213131415151617171819197788991011111313131414151616171818888891010111112131314141515161717988991010111112131314141515161610899910111121213131414151516119991010111112121313141415151299910101111121213131414141399101010111112121313131414910101011111112121313131510101010111112121213131610101010111112121213171010101111111212121810101011111112121910101111111112201010111111112110111111112211111111231111112411112511Ⅱa=0.05n1n2567891011121314151617181920212223242521011121314151617171819202122232436789101011121313141516171718192020214567889101011121213141415161617181919556678891010111112131314151516161717666778891010111112121314141515161776777899101011111212131314141515877788991010111112121313131414977788991010111111121213141410778889910101111111212131311788899910101011111212121288889991010101011121213888899910101011111214888999910101011111588999910101010111689999910101010179999991010101899999910101999999910209999992199999229999239992499259附表9游程长度平方和检验的临界值表当n=3---15时,使P(W≥Wa)≤a的Wa的值an0.100.050.0250.0131818181842632323253438425063844505874652606885460688096270789010687886100117686961081284941041181392102112128149811012213615106118130146附表10X2分布表本表对自由度n的X2分布给出上侧分位数(X2a)表,P(X2n>X2a)=αnα=0.995α=0.99α=0.975α=0.95α=0.05α=0.025α=0.01α=0.00510.00003930.0001570.000920.003933.8415.0246.6357.87920.01000.02010.05060.1035.9917.3879.21010.57930.07170.1150.2160.3527.8159.34811.34512.83840.2070.2970.4840.7119.48811.14313.27714.86050.4120.5540.8311.14511.07012.83215.08616.75060.6760.8721.2371.63512.59214.44916.81218.54870.9891.2391.6902.16714.06716.01318.47520.27881.3441.6462.1803.73315.50717.53520.09021.95591.7352.0862.7003.32516.91919.02321.66623.589102.1562.5583.2473.94018.30720.48323.20925.188112.6033.0533.1864.57519.67521.92024.72526.757123.0743.5714.4045.22621.02623.33726.21728.300133.5654.1075.0095.89222.36224.73627.68829.819144.0754.6605.6296.57123.68526.11929.14131.319154.6015.2296.2627.26124.99627.48830.57832.801165.1425.8126.9087.96226.29628.84532.00034.267175.6976.4087.5648.67227.58730.19133.40935.718186.2657.0158.2319.39028.86931.52634.80537.156196.8447.6338.90710.11730.14432.85236.19138.582207.4348.2609.59110.85131.41034.17037.56639.997218.0348.89710.28311.59132.67135.47938.93241.401228.6439.54210.98212.33833.92436.78140.28942.796239.26010.19611.68913.09135.17238.07641.63844.181249.88610.85612.40113.84836.41539.36442.98045.5582510.52011.52413.12014.61137.65240.64644.31446.9282611.16012.19813.84415.37938.88541.92345.64248.2902711.80812.87914.57316.1140.11343.19446.96349.6452812.46113.36515.30816.92841.33744.46148.27850.9932913.12114.25616.04717.70842.55745.72249.58852.3363013.78714.95316.79118.49343.77346.97950.89253.672附表11Kolmogorov—Smirnov拟合优度检验临界值Dn表an0.200.100.050.0110.9000.9500.9750.99520.6840.7760.8420.92930.5650.6420.7080.82940.4940.5640.6240.73450.4460.5100.5630.66960.4100.4700.5210.61870.3810.4380.4860.57780.3580.4110.4570.54390.3390.3880.4320.514100.3320.3680.4090.486110.3070.3520.391.0.468120.2950.3380.3750.450130.2840.3250.3610.433140.2740.3140.3490.418150.2660.3040.3380.404160.26003000.3300.390170.2500.2900.3200.380180.2400.2800.3100.370190.2400.2700.300.0.360200.2300.2600.2900.350250.2100.2400.2700.320300.1900.2200.2400.29350.01800.2000.2300.27400.1700.1900.2100.25450.1600.1800.2000.24500.1500.1700.1900.23n>50的近似公式附表12Kolmogorov----Smirnov双样本检验中D的分子KD的临界值表(小样本)n1=n2≤30N单尾检验双尾检验a=0.05a=0.01a=0.05a=0.013456789101112131415161718192021222324252627282930354034455566667777888889999991010101111566677888899910101010111111111112121212131445566677778888999991010101010111111121356677888999101010101111111112121212131313附表12续Kolmogorov----Smirnov双样本检验中D的临界值表(大样本:n1+n2>35,双尾检验)显著性水平临界值Da的计算式0.100.050.0250.010.0050.001附表13Spearman检验统计量的临界值近似右尾临界值rs*;P(rs>rs*)≤a;n=4--30an0.0010.0050.0100.0250.0500.10040.80000.80050.90000.90000.80000.70060.94290.88570.82860.77140600070.96430.89290.85710.74500.67860.535780.92860.85710.80950.71430.61900.5000090.90000.81670.76670.68330.58330.4667100.86670.78180.73330.63640.55150.4424110.83640.75450.70000.60910.52730.4182120.81820.72730.67130.58040.49650.3986130.79120.69780.64290.55490.47800.3791140.76700.67470.62200.53410.45930.3626150.74640.65360.60000.51790.44290.3500160.72650.63240.58240.50000.42650.3382170.70830.61520.56370.48530.41180.3260180.69040.59750.54800.47160.39940.3148190.97370.58250.53330.45790.38950.3070200.65860.56840.52030.44510.37890.2977210.64550.55450.50780.43510.36880.2909220.63180.54260.49630.42410.35970.2829
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