" l L" Y5 g H- E( O2 E' @- G: r3 k5 y* B; {0 e, }. @
# k$ a" q' D% \# s$ ~ / T$ Y4 j( |: r3 t X: L0 i3 A由此证得在2n 即偶数集中(含0)所有的2n的偶数公由数,即序号从1,2,3……∞中每项的b>b’ - L0 L0 m& r4 g7 ~7 p
即每项的总对数(b)大于不能与6,12,18……相加为奇质数的对数(b’)或每项中有一 1 W W2 k8 X; o( U
对以上的偶数公由数与3相加为奇质数; I; t4 `9 w! t; O; h
从而证明了质数表示式Pn+Pn’=2n’+3+2n”+3=6+2n成立(注 4) 8 w5 C0 i3 ]3 W$ i; |( P在式中 Pn Pn’表示质数 n=0,1,2,3……自然数集 2n’+2n’’=2n 即2n’ 2n’’为2n的偶数公由数 当 2n为 偶数集 (含0)时 2n’+3=Pn 2n’’+3=Pn’均成立 即Pn+Pn’=2n’+3+2n”+3=6+2n 成立 从而证明了哥德**猜想从理论上成立,请读者审定或提出宝 贵意见。 & q! W4 `, w: A* I注1: 当n=3, 2n=6, 6的偶数公由数为0 6 2 4 其 中 0 6 为 b’ 即 b’=1对 即b’= n/3=3/3=1 n=0, 1 , 2 代 入 b’=0/3 1/3 2/3 都不 足1 即b’=0 当 n= 11 2n= 22 22的偶数公由数 为0 22 (2 20 ) 4 18 6 16 (8 1 4 ) 1 0 12 其 中 b’=4 b’ ’ ’=2 代 入b’ = n/3 =11/3=3 需 + n/ 11 则 b’=n/3+n/11= 11/3+ 11/11= 3 +1=4 同 理 当n= 1 6 2n= 32 b’= 7 b’ ’ ’=2 b’=n/3+n/11+ n/1 6= 16/3+ 16 /11+ 16/1 6=5+1 +1=7 s8 h# s1 P, X
当n= 31 b’=14 b’ ’ ’=2 b’=n/3+n/11+ n/1 6+ n/ 31= 31/3+ 31 /11+ 31 /16+ 31/ 31 = 14 n=33,b=33/2+1=17,b=33/3+33/11+33/16+33/31=11+3+2+1=17 b- b’ =17 -17=0需-n/33则 b’=33/3+33/11+33/16+33/31-33/33=11+3+2+1-1=16 当n=112 b=1 12/2+1=57 b’=112/3+112/11+112/ 16+112/ 31- 112/33 =37+10+ 7+ 3-3 = 5 4 b’ ’ ’=9 b’ ’=48 得:b>b’ >b’ ’。’ 5 Q# e. R* z$ M/ Q1 N2 i3 l/ H注 2. 因 n/2- 7999 n / 16368=185/16368=1/8 9 .由以上计算得2n=3000 , 200000或更多……., b’= n/3+n/11+n/ 16+n/ 31 - n/ 3 3或b’=n/3+n/11+n/ 16+ n/ 31- n/ 3 3 + n/ m+ n / m’ + ……+ n / m*≤n/2.也 成立.$ {8 o$ v( M# B! s
$ R( ~' q: B2 s, t3 N/ z
注 3. 不可 能是b’= b 或 , b’ =n/2+1若b’= b , b’ ’ ’= b- b’(b’ ’)=0 这不付合猜想 这能是b’≤n/2 即 b’=n/3+n/11+n/ 16+ n/ 31- n/ 3 3 + n/ m+ n / m’ + ……+ n / m*≤n/2 ! v" [+ |) T( P1 U | + c4 c8 n4 f* [7 [
注 4 根据公由数理论与猜想之间的关系,形成了如下关系式,即 ! q, n7 \% i1 Y2 ~n2’+3= Pn…….(1)2n-2n’ +3= Pn’…….(2)设2n’’= 2n-2n’ 得2n’’+3=Pn’…(2)’ 1 F' Y. R6 V4 e" b/ y(1)+ (2)’ = Pn+Pn’=n2’+3+2n”+3 =6 +2 n……(3) Z7 m# b$ z- @. d% z
(3) 式中2n’+2n’’=2n 即2n’ 2n’’为2n的偶数公由数 1 E- _0 w+ o2 P即(3) 式 Pn+Pn’=n2’+3+2n”+3 =6 +2 n为 质数表示式 ' j I) F( h; g. o6 J( T! ` 蔡正祥2011- 11- 1 5 7 [0 n9 c2 T0 l9 b% w( i 通地址:江苏省宜兴市宜城镇环科园丝绸花园51幢306室+ O( Q% N- w! E4 W2 K' A+ k
邮政编码:214206 电话:0510-87062749 18921346656 153702768567 k! r, R+ G U! s5 R
籍贯:江苏 宜兴 : 宜兴市张渚镇政府‘ 7 a2 v( Q7 b) s9 m. F 0 W% E2 y2 |. }, P( Q 作者: shifwlnaw 时间: 2012-1-5 16:59 标题: The Greatest Lesson of a Wedding Planner-spun1 the best session of the wedding planner 4 X, `% i; Z0 q7 `august 20, the year 2008, razonado - hochzeitskleider günstig coca big day. " T% F0 P4 W1 H* m6 @5 J+ g2 }this is definitely an unforgettable wedding ceremony for me. this kind of marked the maximum lessons that i've ever realized as a complete wedding planner. 0 U7 k+ R( l! v/ ydelegation.2 j! |! |; S7 f: b
in this kind of wedding party, we aided my own uncle, the bride to be out of all wedding information. we opted for the woman's from the several agreements to create the wedding ceremony really memorable and organized. furthermore, i accepted be among the bride's service personnel, cathedral commentator, emcee in the wedding reception and also church planner. while, my partner and i allowed myself personally to become all things in a single.- z: s" `3 E+ U# L
before the wedding morning, almost everything am smooth, the plans counseled me established. right up until of which fateful time, the marriage time.* J: A: y/ s9 `$ r
as the wedding ceremony manager, i'm sure very well how the event should rotate along. when you are the marriage manager, bride's house maid, commentator along with emcee permanently, can be quite really topsy-turvy. ' @( q# R" [, ?- J1 Z; W- ?it ended up, that i was obviously a one-man military at the moment, there are major drops inside wedding service like there is no one to steer this entourage within the long distance as they stepped down the church aisle, bride's maids and groom's men did not really determine what we were holding there with regard to as well as more serious with the wedding celebration there seemed to be no person to signal the pair since they enter the hall since i had been on period because learn of wedding service.& M0 u I; s' Q m, L" [
so on the whole checking our effectiveness, i really flopped in this particular affair. i looked hochzeitskleider 2012 over becoming my own powering experience as i move ahead and enhance various other weddings also. i actually realized three essential factors in this practical experience: % g7 a- g5 N2 o4 r: C1. assert my stand it the design brautkleider günstig procedure. 6 G K' f$ x5 i f/ o6 `i hit a brick wall my objectives in order to me mainly because some define ought to assert me and concepts to kurze brautkleider create the whole wedding program lavish. i just now allow the star of the wedding perform each of the decision-** and i just thrown above even though i did great concepts of my that may have been appropriate to your several. i actually understood some thing however i kept calm. ( N+ D9 T2 C0 b2. agree to merely one essential purpose inside entire occasion.: _/ {! n1 |; i) {7 N
another thing that i contributed to the inability as a wedding planner on this affair is always that i actually approved a great number of key roles just in case. i actually lost concentration and i got easily burned up. i didnt use outside agencies for the actual assignments and not troubled to help turn to assist.( h- X) ~0 c$ v- _
3. hand over the duties.7 `: x8 T1 j7 k I3 ?; B' ?, c( S3 j
lastly, i did not succeed to supply responsibilities to help others who may have been useful ** this event additional arranged.5 x9 |& |9 ?" M4 G
but sad to say! this is actually the identical wedding and reception that will educated me to help nfl draft better wedding ceremonies and learn from the encounter. it has get to brautkleider für mollige be the cornerstone coming from all the wedding and reception coordinations once i desire to turn into better and better to make great wedding ceremonies transpire. my spouse and i in no way forgot the event up to now. i actually learned a lot from using it and the training have been and so valuable to reduce. ' h& V9 r) J0 K6 ^i understand that for one more marriages in which i will be managing, i will be far more concerned, more in control and more structured. on account of this fateful wedding day!作者: xkfxzhgn_12 时间: 2012-1-6 20:01
数论要突破传统的数论,集合论要突破传统的集合论,因为偶数能被2整除,奇数不能被2整除、奇数却着实能被2哲理整除,...!作者: xkfxzhgn_12 时间: 2012-1-6 20:06
双素数与奇素数一一对应: 4 ~" ^; R" ?/ a, |6 O, O 6 , 10 , 14 , 22 , 26 , 34 , 38 ,……,… 2 e' T% a' H7 G) d 3 , 5 , 7 , 11 , 13 , 17 , 19 , ……,… (上下相互对应不能散开) 1 W r6 s& L7 A' {' f作者: wssl 时间: 2012-1-7 10:22
谢谢楼主分享 呵呵 作者: 游走江湖 时间: 2012-2-3 00:21
各种震惊作者: 葫芦一笑 时间: 2012-3-25 17:51
太复杂了,