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关于偶数歌猜“后生1+1质数对 波动增浮比率”的图示

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 楼主| 发表于 2019-7-25 08:38 | 显示全部楼层
定义1。称3、5、…等√2N之前的质数是前生质数_vP;之后的质数是后生质_wP。
定义2。以某前生质数_ivP为首元素,
ivP^2为第二元素、
ivP*` i+1`vP、为第三元素、
ivP*` i+2`vP、为第四元素、…、
即以某ivP为最小质因数的“ivP倍数”的有序集合,是ivP首奇数集_ivPc。
——其实际意义就是:就是将某ivP,依次乘ivP及其以后的奇质数所产生的一系ivP倍数集,是ivP首奇数集_ivPc。据这定义,那么,诸ivPc在奇数谱上的分布比率ivPcL就是可计算的。

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 楼主| 发表于 2019-7-27 08:10 | 显示全部楼层
本帖最后由 沟道效应 于 2020-7-26 11:29 编辑

用ivPcL表示诸ivPc在奇数谱占有的比率,那么,据定义2去解读之,就有
```````````````````````````1
3首奇数的分布比率_1vPcL= ——  
```````````````````````````3
```````````````````````````1```````1
5首奇数的分布比率_2vPcL= ——(1- ——)
```````````````````````````5```````3
````````````````````````````1``````1`````````1
7首奇数的分布比率_3vPcL= ——(1- ——) (1- ——)
````````````````````````````7``````3`````````5
```````````````````````````` 1``````1`````````1`````````1
11首奇数的分布比率_4vPcL= ——(1- ——) (1- ——) (1- ——)
````````````````````````````11````` 3`````````5`````````7
……
`````````````````````````````1`````k-1````````` 1````````1`` 2` 4` 6``````( k-1)vP - 1
k首奇数的分布比率_kvPcL= ———```∏   ` (1- —— ) = ——* —*—*—*…* ——————
```````````````````````````k vP```1vP=3 `````` vP ````` kvP``3` 5` 7``````` (k-1)vP
这就是说。据周氏递缩联分理论,诸ivPcL就是具有函数性质的递缩联分数列。表现为:
1vPcL=1/3、2vPcL=2/15、3vPcL=8/105、4vPcL=48/1155、…、成为一系分母与分子皆向无限大前进,而比分却逐渐递缩着、并从而得比分永远是大于0的递缩分数产物无限性系列。
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 楼主| 发表于 2019-7-30 07:57 | 显示全部楼层
本帖最后由 沟道效应 于 2020-7-26 11:33 编辑

据ivPcL性质知,1- k项ivPc=wP这个等式,用比率去表现,有直观真相是

`````k ` 1``` i-1``````````1`````````  k``````````1
1 - ∑ ——```∏     (1- ——) = wPL= `∏   (1- ——) _(1`a)
`````` ivP``1vP=3 ````````vP`````````1vP=3`````` vP
此处1代表的谱上奇数的实含有量是N-1个奇数。
(1`a)具体细节(对ivPcL各项作数值表述后),写出来就是


```````1````1````1`````1``````1```````` 1`````1```` 1`````````1``````1
1 –[ — + —(1- —) + —( 1- — ) (1- —) +  —(1- — ) (1- —)(1- —) + … ] = wPL =
``````3```` 5``` 3```` 7``````3`````````5 ````11``  3`````````5``````7
``````1````````1```````1````````1
(1-  — ) (1- —) (1- —) (1- ——) … _(1`b)
`````3````````5`````` 7````````11
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发表于 2019-7-30 23:29 | 显示全部楼层
沟道效应 发表于 2019-7-30 07:57
据ivPcL性质知,1- k项ivPc=wP这个等式,用比率去表现,有直观真相是

```k ` 1``` i-1``````1`````````  ...

不但不符合结构数学理论,而且是懒婆娘的裹脚布-------又臭又长!?
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 楼主| 发表于 2019-7-31 07:58 | 显示全部楼层
本帖最后由 沟道效应 于 2019-7-31 00:00 编辑

老朋友,你只能相信自己叫卖的万能药,无法近身谱法,不觉得丢人吗?
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 楼主| 发表于 2019-7-31 17:27 | 显示全部楼层
本帖最后由 沟道效应 于 2020-7-26 11:40 编辑

这可简单验证为:
`````````````````````` 1`````````1`````````2
当k=1,两边成立为1 –[ —] = (1- —)= wPL= —
`````````````````````` 3`````````3`````````3,

`````````````````````` 1``````1`````1```````````````1```````1``````8
当k=2,两边成立为1 –[ — +  —( 1- — )]= wPL= (1- —) (1- —) = ——
`````````````````````` 3``````5`````3```````````````3```````5``````15,

`````````````````````` 1``````1``````1``````1````1```````1
当k=3,两边成立为1 –[ — +  —( 1- — ) + —(1- —) (1- —)]= wPL
`````````````````````` 3``````5``````3``````7````3```````5`

```````````````````````1```````1```````1`````` 48`
``````````````````=(1- —) (1- —) (1- — ) = ——
```````````````````````3`````` 5`````` 7``````105``,

当k=n,两边成立为
```` 1`````1`````1```````1``````1``````` 1````````````1``````1````````1````````````1
1–[ — + — (1- — ) + — ( 1- —) (1- — ) + …+  —— (1- —) (1- — ) …(1- ————) ]= wPL
```` 3`````5`````3`````` 7````` 3``````` 5`````````  nvP`````3````````5``````````n-1`vP

`````````1```````1````````1````````````1``````2``4```6```````nvP-1
````=(1- —) (1- —) ( 1- — ) … (1- —— )= —*— *— *…* ———=?
`````````3`````` 5````````7```````````nvP ````3``5```7````````nvP,

当k=n+1,两边成立为
`````1````1```````1`````1`````1````````1``````````````1```````````1```````1```````````1
1–[ — + — (1- — ) + —(1- — ) (1- — ) + … + ————  (1- — ) (1- —) …(1- ———)]= wPL
```` 3````5````` 3``````7```` 3````````5````````````n+1`vP````````3```````5````````` nvP

`````````1```````1```````1``````````````1```````2``4```6```````nvP-1
````=(1- —) (1- —) (1- —) … (1- ———— )= —*— *— *…* ——— =?
`````````3`````` 5`````` 7`````````` n+1`vP ````3` 5```7````````nvP,

?者,“得比分永远是大于0的递缩分数产物无限性系列”之一个可计算的确定值。

其实,这只是质分母“对1联分等式”门类的一个“子式”而已;这个门类的“子式”
无限多,分别可以针对过去筛法解析数论不能解读的诸多“素数(质数)分布现象”无法解释的难题。

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 楼主| 发表于 2019-8-2 07:45 | 显示全部楼层
本帖最后由 沟道效应 于 2020-7-26 11:46 编辑

三,wP 、wp-” 、wp+”的分布解读

    1,用前述表1来解读后生孪生质数对_分布现象:
表1——偶数212之前的后生孪生质数对_wp-”的分布谱图示——它由211与213两条奇数谱错一位数成并谱而来,因此,它上面的诸ivPc的分布有共性是:皆成错列分布,而使并谱上面的后生孪生质数对皆成同列分布,实际成为是诸ivPc错对分布的剩余,从而使我们通过计算诸ivPcL的分比率求和,而得知后生孪生质数对的分布比率_wp-” L也属于对1联分等到式:
`````k `2`````i-1`````````2```````````````` k``````````2
1 - ∑ ——```∏     (1- ——) = wp-” L= `∏     (1- ——) _(2`a)
`````` ivP```1vP=3 ```````vP`````````````1vP=3```````` vP
此处1代表并谱上奇数列(对)的实含有量是N-2对(列)。
(2`a)具体细节,写出来就是
`````` 2``` 2``````2````2``````2````````2`````2`````` 2```````2``````` 2
1 – [ —+ — (1- — )+ — (1- —) (1- — ) + — (1- — ) (1- —) (1- — ) + … ] =wp-” L=
`````` 3``` 5````` 3````7````` 3``````` 5 ````11``````3```````5````````7
`` 2```````2``````` 2`````````2
(1-—) (1- — ) (1- — ) (1- ——) …_(2`b)
`` 3`````` 5````````7`````````11
“得比分永远是大于0的递缩分数产物无限性系列”之一个可计算的确定值。
此处表现为,偶数212介于132与172之间,故其在并谱拥有ivPc是5项,故通过求5项ivPcL
求和。可得

`````````````2````````2````````2``````````2``````````2``````9
wp-” L= (1- — ) (1- — ) (1- — ) (1- —— ) (1- ——) = ——_(3)
`````````````3``````` 5````````7```````` 11```````` 13``````91
即可概算偶数212之前应有wp-”=(106-2)×9/91≈10之多,其实迹是12对,未低于计算值。

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 楼主| 发表于 2019-8-13 13:24 | 显示全部楼层
本帖最后由 沟道效应 于 2020-7-26 11:47 编辑

                               2,用前述表2来解读后生1+1质数对_分布现象之一:
       偶数208之前的后生1+1质数对的分布谱图示——即取3至105这条奇数谱异向成并谱
去作“偶数208之前的后生1+1质数对的分布谱图示”,则因208不含3、5、7、11、13中任何一个作质因数,
故谱上的诸ivPc皆成错列分布,而只有剩余(后生1+1质数对_wp-”)成同列分布,故通过求5项ivPcL求和。
可得
```````````` 2`````` 2`````` 2````````2``````````2`````9
wp+” L= (1- —) (1- —) (1- —) (1- ——) (1- ——)= ——_(3)
```````````` 3`````` 5```````7````````11````````13`````91
即可概算偶数208之前应有wp+”=(104-2)×9/91≈10之多,其实迹是12对,未低于计算值。
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 楼主| 发表于 2019-11-25 11:19 | 显示全部楼层
数论已进入简洁谱法时代,筛法的繁杂理应退居之。
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 楼主| 发表于 2019-12-21 09:11 | 显示全部楼层
本帖最后由 沟道效应 于 2020-7-26 11:49 编辑

因事外出近一个月,现回来了,继续发剩余部份——

3,用前述表4来解读后生1+1质数对_分布现象之三:
偶数210之前的后生1+1质数对的分布谱图示——即取3至107这条奇数谱异向成并谱
去作“偶数210之前的后生1+1质数对的分布谱图示”,则因210含了3、5、7作质因数,
故谱上的诸ivPc只有11、13成错列分布,而3、5、7三项ivPc成了同列分布,
其剩余(后生1+1质数对_wp+”)也成同列分布,故通过求5项ivPcL求和。可得
`````````````1```````1```````1````````2`````````2`````144
wp+” L= (1- —) (1- —) (1- —) (1- ——) (1- ——)= ——_(4)
```````````` 3```````5```````7````````11````````13````455
即可概算偶数210之前应有wp+”=(105-2)×144/455≈32之多,其实迹是34对,未低于计算值。
``````````````````````````````````````````````````````1````````````````````2
这就是所谓上浮波动的具体表现!(4)的前三项连乘成(1- ——),其余项才成(1- ——)。
`````````````````````````````````````````````````````ivP````````````````` ivP
````````````````````````````````````````````````````````````````````2
不像求wp-” L和不含前生质数_ivP作质因数求wp+” L那样,一律成∏(1- ——)。
```````````````````````````````````````````````````````````````````ivP


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