matlab将一个矩阵中的每个行进行分类,分类要求是如果两行的各相对列差小于13。则将这两列和为一列。

下面是需要分类的矩阵:17716.799782529718286.383904293318926.251561659419502.261478287717754.5963... 下面是需要分类的矩阵:
17716.7997825297 18286.3839042933 18926.2515616594 19502.2614782877
17754.5963811985 18346.7329625874 18945.9237579193 19520.6683786319
17754.9213770719 18345.7668837600 18947.6593899767 19521.7086953284
17759.3060121199 18342.0041369896 18948.8336391088 19522.1911305295
17758.6543393294 18347.2643104417 18948.6372180512 19525.2521887936
17752.7464095877 18344.3330241554 18952.9488968783 19526.2295873826
18260.6272201007 18605.6083643594 19067.6218280779 19544.7695212413
17823.4739438907 18324.2067067057 18904.7755397520 19567.5783557494
17732.5523419951 18402.1206414402 19004.9632145124 19591.5586104653
17741.7923990944 18399.1662657653 19011.0761187448 19594.0273474039
17740.2727014636 18400.8839955207 19005.7705153176 19599.6121161834
17733.2204391305 18401.8367060744 19002.1984068328 19600.0023746803
17667.8174286725 18292.6481479253 18948.4300988221 19611.9223547091
17672.3558134157 18290.8452026805 18941.9189197985 19613.5224367827
17935.6639673144 18508.7428078998 19037.3853510557 19617.1789342286
17934.5251288953 18512.2907683471 19034.2767233858 19620.1619457276
17927.3994797423 18512.4304457073 19035.7922563164 19622.6252201432
17937.3486381570 18510.3374372293 19041.5488355606 19623.5197715365
17998.8691306606 18604.7427801515 19110.6975190540 19644.4616354715
17814.2796999866 18433.2753298574 19052.2025685050 19676.6746889938
17810.0887486816 18429.7022830423 19052.7193543181 19677.4974472791
17811.9062162430 18431.4907743340 19054.6986719435 19681.6537452491
17810.6314623531 18432.7105367194 19055.7904925564 19683.4870193562
17864.2528734178 18417.8635502192 19035.7694216729 19687.7717447256
18503.1955914504 18880.3081712400 19284.3637923766 19689.5616436647
17911.5140528786 18438.9846695275 19074.8562551985 19689.5741199275
17917.6919617885 18439.0977787893 19075.5750791417 19690.2765622551
17912.2187185288 18438.4383225716 19070.5972115677 19695.1166585620
18055.1428280934 18593.8911087093 19172.8183430581 19703.5493954559
17955.8239971785 18518.4783330665 19126.9227991408 19707.6790128342
17961.7781381719 18513.2202045759 19123.4358159946 19709.1288696276
17952.2875099798 18510.4131735765 19130.3073800613 19709.7963836982
17959.2243035855 18514.7466904973 19130.8910452168 19711.4862357491
18046.9220564353 18583.4941595131 19159.8144922640 19745.5319927533
18173.5416272874 18692.5141095929 19235.3724836019 19771.3585399168
18115.0061140596 18651.9150695966 19220.8350806247 19845.8713787558
18113.1651417469 18656.0860365451 19224.1556425946 19848.7994117453
18000.5199914962 18660.5936313804 19259.0398884778 19869.3026588420
18067.5173408616 18630.5878033719 19213.4808586044 19870.3821519203
18073.1058207914 18630.7295898280 19208.4474106773 19873.6553335504
18000.2332885723 18656.2473108048 19258.0514404899 19873.8179777892
18067.6686974034 18632.9134399181 19211.5703341632 19875.5784481784
18192.7506371951 18793.8165306142 19308.8966200923 19877.1116872065
我的意思就是可不可以建立一个新的矩阵将原来矩阵的行标分类记录
例如:【1 2 3 4 】
【1 2 3 4】
【2 3 4 5】
【2 3 4 5】
【2 3 4 5】
【4 5 6 7】
【4 5 6 7】
处理的出【1 2 0】
【3 4 5】
【6 7 0】
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wzhabc741
2010-12-09
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下面是需要分类的矩阵:
17716.7997825297 18286.3839042933 18926.2515616594 19502.2614782877
17754.5963811985 18346.7329625874 18945.9237579193 19520.6683786319
17754.9213770719 18345.7668837600 18947.6593899767 19521.7086953284
17759.3060121199 18342.0041369896 18948.8336391088 19522.1911305295
17758.6543393294 18347.2643104417 18948.6372180512 19525.2521887936
17752.7464095877 18344.3330241554 18952.9488968783 19526.2295873826
18260.6272201007 18605.6083643594 19067.6218280779 19544.7695212413
17823.4739438907 18324.2067067057 18904.7755397520 19567.5783557494
17732.5523419951 18402.1206414402 19004.9632145124 19591.5586104653
17741.7923990944 18399.1662657653 19011.0761187448 19594.0273474039
17740.2727014636 18400.8839955207 19005.7705153176 19599.6121161834
17733.2204391305 18401.8367060744 19002.1984068328 19600.0023746803
17667.8174286725 18292.6481479253 18948.4300988221 19611.9223547091
17672.3558134157 18290.8452026805 18941.9189197985 19613.5224367827
17935.6639673144 18508.7428078998 19037.3853510557 19617.1789342286
17934.5251288953 18512.2907683471 19034.2767233858 19620.1619457276
17927.3994797423 18512.4304457073 19035.7922563164 19622.6252201432
17937.3486381570 18510.3374372293 19041.5488355606 19623.5197715365
17998.8691306606 18604.7427801515 19110.6975190540 19644.4616354715
17814.2796999866 18433.2753298574 19052.2025685050 19676.6746889938
17810.0887486816 18429.7022830423 19052.7193543181 19677.4974472791
17811.9062162430 18431.4907743340 19054.6986719435 19681.6537452491
17810.6314623531 18432.7105367194 19055.7904925564 19683.4870193562
17864.2528734178 18417.8635502192 19035.7694216729 19687.7717447256
18503.1955914504 18880.3081712400 19284.3637923766 19689.5616436647
17911.5140528786 18438.9846695275 19074.8562551985 19689.5741199275
17917.6919617885 18439.0977787893 19075.5750791417 19690.2765622551
17912.2187185288 18438.4383225716 19070.5972115677 19695.1166585620
18055.1428280934 18593.8911087093 19172.8183430581 19703.5493954559
17955.8239971785 18518.4783330665 19126.9227991408 19707.6790128342
17961.7781381719 18513.2202045759 19123.4358159946 19709.1288696276
17952.2875099798 18510.4131735765 19130.3073800613 19709.7963836982
17959.2243035855 18514.7466904973 19130.8910452168 19711.4862357491
18046.9220564353 18583.4941595131 19159.8144922640 19745.5319927533
18173.5416272874 18692.5141095929 19235.3724836019 19771.3585399168
18115.0061140596 18651.9150695966 19220.8350806247 19845.8713787558
18113.1651417469 18656.0860365451 19224.1556425946 19848.7994117453
18000.5199914962 18660.5936313804 19259.0398884778 19869.3026588420
18067.5173408616 18630.5878033719 19213.4808586044 19870.3821519203
18073.1058207914 18630.7295898280 19208.4474106773 19873.6553335504
18000.2332885723 18656.2473108048 19258.0514404899 19873.8179777892
18067.6686974034 18632.9134399181 19211.5703341632 19875.5784481784
18192.7506371951 18793.8165306142 19308.8966200923 19877.1116872065
Solomon博士
2010-12-09 · 回首三燕追故事,不问佛禅问三思
Solomon博士
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这个不难,但题说的不清楚。“这两列和为一列”是什么意思?最好用个小数组举个例子。
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两行的各相对列差小于13。则将这两列和为一列。
这句话什么意思?最好举例说明。
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枰魂尔晶来福5095
2010-12-09 · TA获得超过394个赞
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术语太专业,不明白什么意思
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