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[选择题]哥德巴赫猜想成立的根本原因是:

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 楼主| 发表于 2023-7-3 11:32 | 显示全部楼层
行到水穷处,坐看云起时。
给出 10^200+3.2亿左右的100对孪生素数。放飞思绪,尽情遐想。
2023-07-03 11:13:33
1: 10^200 + 313625870 ± 1
2: 10^200 + 313953782 ± 1
3: 10^200 + 314036348 ± 1
4: 10^200 + 314284460 ± 1
5: 10^200 + 314509532 ± 1
6: 10^200 + 314670302 ± 1
7: 10^200 + 314721038 ± 1
8: 10^200 + 314842862 ± 1
9: 10^200 + 315193880 ± 1
10: 10^200 + 315266210 ± 1
11: 10^200 + 315397250 ± 1
12: 10^200 + 315480410 ± 1
13: 10^200 + 315635462 ± 1
14: 10^200 + 315830138 ± 1
15: 10^200 + 316179188 ± 1
16: 10^200 + 316237010 ± 1
17: 10^200 + 316400372 ± 1
18: 10^200 + 316433300 ± 1
19: 10^200 + 316497350 ± 1
20: 10^200 + 316551632 ± 1
21: 10^200 + 316676348 ± 1
22: 10^200 + 316893572 ± 1
23: 10^200 + 316922420 ± 1
24: 10^200 + 316932782 ± 1
25: 10^200 + 316964060 ± 1
26: 10^200 + 317014832 ± 1
27: 10^200 + 317105078 ± 1
28: 10^200 + 317139602 ± 1
29: 10^200 + 317156282 ± 1
30: 10^200 + 317227232 ± 1
31: 10^200 + 317253518 ± 1
32: 10^200 + 317566448 ± 1
33: 10^200 + 317621222 ± 1
34: 10^200 + 317699882 ± 1
35: 10^200 + 317940488 ± 1
36: 10^200 + 318853010 ± 1
37: 10^200 + 318856520 ± 1
38: 10^200 + 319052510 ± 1
39: 10^200 + 319156910 ± 1
40: 10^200 + 319296698 ± 1
41: 10^200 + 319821608 ± 1
42: 10^200 + 319903460 ± 1
43: 10^200 + 320374628 ± 1
44: 10^200 + 320536730 ± 1
45: 10^200 + 320614148 ± 1
46: 10^200 + 320703038 ± 1
47: 10^200 + 321344462 ± 1
48: 10^200 + 321433460 ± 1
49: 10^200 + 321497120 ± 1
50: 10^200 + 321516812 ± 1
51: 10^200 + 321563342 ± 1
52: 10^200 + 321620210 ± 1
53: 10^200 + 321703670 ± 1
54: 10^200 + 321725882 ± 1
55: 10^200 + 322125338 ± 1
56: 10^200 + 322152530 ± 1
57: 10^200 + 322253240 ± 1
58: 10^200 + 322422422 ± 1
59: 10^200 + 322468328 ± 1
60: 10^200 + 322611590 ± 1
61: 10^200 + 322779812 ± 1
62: 10^200 + 322961822 ± 1
63: 10^200 + 323055518 ± 1
64: 10^200 + 323246852 ± 1
65: 10^200 + 323575880 ± 1
66: 10^200 + 323723720 ± 1
67: 10^200 + 323824802 ± 1
68: 10^200 + 324064988 ± 1
69: 10^200 + 324079418 ± 1
70: 10^200 + 324129878 ± 1
71: 10^200 + 324268478 ± 1
72: 10^200 + 324499532 ± 1
73: 10^200 + 324903308 ± 1
74: 10^200 + 325139900 ± 1
75: 10^200 + 325321640 ± 1
76: 10^200 + 325406000 ± 1
77: 10^200 + 325490828 ± 1
78: 10^200 + 325663940 ± 1
79: 10^200 + 325748642 ± 1
80: 10^200 + 325829252 ± 1
81: 10^200 + 326155910 ± 1
82: 10^200 + 326293508 ± 1
83: 10^200 + 326664560 ± 1
84: 10^200 + 326788640 ± 1
85: 10^200 + 326789060 ± 1
86: 10^200 + 326974292 ± 1
87: 10^200 + 327269420 ± 1
88: 10^200 + 327310772 ± 1
89: 10^200 + 328073168 ± 1
90: 10^200 + 328193582 ± 1
91: 10^200 + 328216358 ± 1
92: 10^200 + 328314722 ± 1
93: 10^200 + 329152748 ± 1
94: 10^200 + 329212868 ± 1
95: 10^200 + 329241512 ± 1
96: 10^200 + 329285288 ± 1
97: 10^200 + 329497988 ± 1
98: 10^200 + 329733818 ± 1
99: 10^200 + 330435002 ± 1
100: 10^200 + 330501530 ± 1

用时 569.67059 秒

点评

大手笔,真性情!  发表于 2023-7-3 15:17
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 楼主| 发表于 2023-7-5 11:31 | 显示全部楼层
时空伴随者 发表于 2023-7-3 03:32
行到水穷处,坐看云起时。
给出 10^200+3.2亿左右的100对孪生素数。放飞思绪,尽情遐想。
2023-07-03 11 ...

山回路转不见君,雪上空留马行处。
没人想看10^400后面的孪生素数吗?
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发表于 2023-7-5 21:43 | 显示全部楼层
时空伴随者 发表于 2023-7-5 11:31
山回路转不见君,雪上空留马行处。
没人想看10^400后面的孪生素数吗?

我已经看到10^200+3.2亿左右的100对孪生素数。虽然我不知道它们是否就是孪生素数,但是我相信时空伴随者先生的计算。我更感兴趣是10^200或者10^400以内的孪生素数个数实际值是多少。
根据哈李公式计算10^400以内的孪生素数个数等于1.55642........×10^394。不知时空伴随者先生能否计算出10^400以内的孪生素数个数的实际值是多少,可以确定的是(1.55642........×10^394)/实际值>95%。

点评

现在要想找到一个伪素数,应该是很难很难了。本算法又加持了,80000以内的素数试除,亿无一失!  发表于 2023-7-5 22:51
以现有的计算能力,计算百位以上的孪生素数实际值,是不可能实现的。所有给出的值都是参考值。  发表于 2023-7-5 22:19
算几个实际的孪生素数对,对于时空伴随者还是,小菜一碟。要是,计算\(10^{200}\),或\(10^{400}\)以内的孪生素数对的实际数量就得上天揽月了。  发表于 2023-7-5 22:01
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 楼主| 发表于 2023-7-5 22:29 | 显示全部楼层
一斑之一斑尚难窥到,况全豹乎!由于样本量太小,要估算具体的值,误差会很大。
用100个孪生素数的跨度,去衡量10^400的长度,误差不可控,不做也罢。
2023-07-04 08:28:55
起始于: 10^400 + 313309058
1: 10^400 + 313594022 ± 1
2: 10^400 + 313735040 ± 1
3: 10^400 + 314076440 ± 1
4: 10^400 + 314720540 ± 1
5: 10^400 + 315487760 ± 1
6: 10^400 + 315714950 ± 1
7: 10^400 + 315724478 ± 1
8: 10^400 + 316369718 ± 1
9: 10^400 + 316552508 ± 1
10: 10^400 + 318113018 ± 1
11: 10^400 + 319141142 ± 1
12: 10^400 + 319932548 ± 1
13: 10^400 + 320050730 ± 1
14: 10^400 + 320317088 ± 1
15: 10^400 + 321524798 ± 1
16: 10^400 + 322343402 ± 1
17: 10^400 + 322860608 ± 1
18: 10^400 + 324004280 ± 1
19: 10^400 + 325336700 ± 1
20: 10^400 + 325439072 ± 1
21: 10^400 + 325915028 ± 1
22: 10^400 + 326056052 ± 1
23: 10^400 + 326383658 ± 1
24: 10^400 + 327062792 ± 1
25: 10^400 + 328353602 ± 1
26: 10^400 + 329798540 ± 1
27: 10^400 + 330279692 ± 1
28: 10^400 + 330330140 ± 1
29: 10^400 + 331224512 ± 1
30: 10^400 + 331738118 ± 1
31: 10^400 + 332065268 ± 1
32: 10^400 + 332203658 ± 1
33: 10^400 + 333051512 ± 1
34: 10^400 + 333555080 ± 1
35: 10^400 + 333856388 ± 1
36: 10^400 + 334308680 ± 1
37: 10^400 + 334418078 ± 1
38: 10^400 + 335441672 ± 1
39: 10^400 + 335529890 ± 1
40: 10^400 + 336036422 ± 1
41: 10^400 + 336107180 ± 1
42: 10^400 + 336543032 ± 1
43: 10^400 + 337852742 ± 1
44: 10^400 + 339067148 ± 1
45: 10^400 + 341215628 ± 1
46: 10^400 + 341498690 ± 1
47: 10^400 + 341522438 ± 1
48: 10^400 + 342111320 ± 1
49: 10^400 + 342432368 ± 1
50: 10^400 + 342954968 ± 1
51: 10^400 + 343488278 ± 1
52: 10^400 + 343843142 ± 1
53: 10^400 + 344218232 ± 1
54: 10^400 + 344520608 ± 1
55: 10^400 + 344635700 ± 1
56: 10^400 + 345315062 ± 1
57: 10^400 + 345641828 ± 1
58: 10^400 + 346373240 ± 1
59: 10^400 + 346892708 ± 1
60: 10^400 + 347033888 ± 1
61: 10^400 + 348395978 ± 1
62: 10^400 + 348748718 ± 1
63: 10^400 + 351044018 ± 1
64: 10^400 + 352149608 ± 1
65: 10^400 + 354586190 ± 1
66: 10^400 + 358141370 ± 1
67: 10^400 + 358905242 ± 1
68: 10^400 + 359672222 ± 1
69: 10^400 + 360906140 ± 1
70: 10^400 + 361113800 ± 1
71: 10^400 + 361947710 ± 1
72: 10^400 + 363600320 ± 1
73: 10^400 + 364218518 ± 1
74: 10^400 + 364314812 ± 1
75: 10^400 + 365203142 ± 1
76: 10^400 + 365748278 ± 1
77: 10^400 + 365968310 ± 1
78: 10^400 + 366108758 ± 1
79: 10^400 + 366502328 ± 1
80: 10^400 + 366830570 ± 1
81: 10^400 + 366978158 ± 1
82: 10^400 + 368323388 ± 1
83: 10^400 + 368869892 ± 1
84: 10^400 + 370316630 ± 1
85: 10^400 + 371035490 ± 1
86: 10^400 + 373431152 ± 1
87: 10^400 + 375001838 ± 1
88: 10^400 + 375069710 ± 1
89: 10^400 + 375212360 ± 1
90: 10^400 + 375684728 ± 1
91: 10^400 + 376257248 ± 1
92: 10^400 + 377871380 ± 1
93: 10^400 + 378219212 ± 1
94: 10^400 + 379126940 ± 1
95: 10^400 + 381063992 ± 1
96: 10^400 + 381258662 ± 1
97: 10^400 + 381855662 ± 1
98: 10^400 + 382230632 ± 1
99: 10^400 + 383628572 ± 1
100: 10^400 + 384034460 ± 1

用时 11349.02813 秒
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发表于 2023-7-6 21:20 | 显示全部楼层
本帖最后由 大傻8888888 于 2023-7-6 21:39 编辑
时空伴随者 发表于 2023-7-5 22:29
一斑之一斑尚难窥到,况全豹乎!由于样本量太小,要估算具体的值,误差会很大。
用100个孪生素数的跨度, ...


既然时空伴随者先生可以计算出从10^400 + 313309058开始一直到10^400 + 384034460 ± 1的一百个孪生素数,为什么计算不出10^400 以内的孪生 素数的个数,在我看来这两种计算都是不可思议的困难。另外天山草先生说过40 亿亿 内有 321499383716968个孪生素数是从国际数学互联网得来的,那上面没有比40 亿亿大的实际值。时空伴随者先生是否可以计算100亿亿亿(10^26)以内的孪生 素数的个数,这个数比10^400要小多了,也可以打破国际数学互联网的最高记录何乐而不为。我大概计算了一下10^26以内的孪生 素数的个数在3.68385×10^22和3.87773×10^22之间。

点评

余生很贵,不要浪费。  发表于 2023-7-7 07:33
人生百年不过32亿秒,1秒搜索1亿区间的孪生素数对,也不过32亿亿。所以40亿亿绝不是某个人独立完成的。 除非嫌自己活得太长,谁敢挑战40亿亿?  发表于 2023-7-6 23:12
在k生素数群的主题中有个范围值,即[a,b]之间,实际上就是哈代-李孪生素数公式的放缩,理论值应该不难获得,实际值还需努力。  发表于 2023-7-6 22:06
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 楼主| 发表于 2023-7-9 22:56 | 显示全部楼层
内行看门道,外行看热闹。
随着位数的递增,你从计算的时间、孪生素数的跨度看出了什么???
2023-07-05 15:47:46
起始于: 10^600 + 313309058
1: 10^600 + 313465952 ± 1
2: 10^600 + 313544690 ± 1
3: 10^600 + 314340770 ± 1
4: 10^600 + 314536580 ± 1
5: 10^600 + 318899858 ± 1
6: 10^600 + 319121420 ± 1
7: 10^600 + 319436210 ± 1
8: 10^600 + 319539578 ± 1
9: 10^600 + 323908850 ± 1
10: 10^600 + 325363250 ± 1
11: 10^600 + 325634882 ± 1
12: 10^600 + 326179730 ± 1
13: 10^600 + 329822642 ± 1
14: 10^600 + 332917028 ± 1
15: 10^600 + 334369538 ± 1
16: 10^600 + 334592162 ± 1
17: 10^600 + 334816670 ± 1
18: 10^600 + 337606370 ± 1
19: 10^600 + 337668542 ± 1
20: 10^600 + 337930562 ± 1
21: 10^600 + 339325808 ± 1
22: 10^600 + 341208458 ± 1
23: 10^600 + 341589812 ± 1
24: 10^600 + 342028532 ± 1
25: 10^600 + 342096518 ± 1
26: 10^600 + 345064730 ± 1
27: 10^600 + 345895622 ± 1
28: 10^600 + 346010570 ± 1
29: 10^600 + 346442168 ± 1
30: 10^600 + 348318350 ± 1
31: 10^600 + 348481442 ± 1
32: 10^600 + 348763970 ± 1
33: 10^600 + 354126158 ± 1
34: 10^600 + 354171878 ± 1
35: 10^600 + 356069018 ± 1
36: 10^600 + 358304060 ± 1
37: 10^600 + 358352900 ± 1
38: 10^600 + 359768228 ± 1
39: 10^600 + 360051782 ± 1
40: 10^600 + 361341668 ± 1
41: 10^600 + 362518250 ± 1
42: 10^600 + 363763292 ± 1
43: 10^600 + 363936152 ± 1
44: 10^600 + 365266268 ± 1
45: 10^600 + 368412290 ± 1
46: 10^600 + 368798720 ± 1
47: 10^600 + 369637988 ± 1
48: 10^600 + 371976818 ± 1
49: 10^600 + 372591248 ± 1
50: 10^600 + 376281830 ± 1
51: 10^600 + 377987222 ± 1
52: 10^600 + 379195688 ± 1
53: 10^600 + 380185028 ± 1
54: 10^600 + 380843222 ± 1
55: 10^600 + 382475108 ± 1
56: 10^600 + 383145302 ± 1
57: 10^600 + 385718348 ± 1
58: 10^600 + 391975370 ± 1
59: 10^600 + 396167942 ± 1
60: 10^600 + 396904862 ± 1
61: 10^600 + 399968438 ± 1
62: 10^600 + 400232120 ± 1
63: 10^600 + 400907618 ± 1
64: 10^600 + 400938422 ± 1
65: 10^600 + 401155982 ± 1
66: 10^600 + 402519860 ± 1
67: 10^600 + 402975800 ± 1
68: 10^600 + 403070258 ± 1
69: 10^600 + 403542218 ± 1
70: 10^600 + 405364688 ± 1
71: 10^600 + 405616712 ± 1
72: 10^600 + 406452710 ± 1
73: 10^600 + 406982150 ± 1
74: 10^600 + 407270222 ± 1
75: 10^600 + 409266188 ± 1
76: 10^600 + 410263262 ± 1
77: 10^600 + 410958188 ± 1
78: 10^600 + 411512282 ± 1
79: 10^600 + 411621482 ± 1
80: 10^600 + 415243688 ± 1
81: 10^600 + 418687268 ± 1
82: 10^600 + 419272718 ± 1
83: 10^600 + 420938900 ± 1
84: 10^600 + 421138490 ± 1
85: 10^600 + 421343240 ± 1
86: 10^600 + 423895838 ± 1
87: 10^600 + 424065602 ± 1
88: 10^600 + 427547618 ± 1
89: 10^600 + 432330830 ± 1
90: 10^600 + 438613520 ± 1
91: 10^600 + 439766240 ± 1
92: 10^600 + 440680208 ± 1
93: 10^600 + 447738092 ± 1
94: 10^600 + 449790032 ± 1
95: 10^600 + 450201182 ± 1
96: 10^600 + 452563940 ± 1
97: 10^600 + 455437790 ± 1
98: 10^600 + 457600028 ± 1
99: 10^600 + 458102780 ± 1
100: 10^600 + 462207140 ± 1

用时 81234.55090 秒

点评

肯定是用时越来越长,相同个数的孪生素数跨度随着数值增大越来越大。  发表于 2023-7-10 11:15
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 楼主| 发表于 2023-7-17 09:53 | 显示全部楼层
时空伴随者 发表于 2023-6-28 01:58
强(纯)哥德巴赫猜想:任意一个大于6的偶数都是两个奇素数之和。、
1不算素数,2n=P+P不算有效拆分。
2n ...

强(纯)哥德巴赫猜想成立的主要原因,当然是跟素数的分布有关,疏密适当才能使每个充分大的偶数雨露均沾。如果开始过密,会导致其后的分布相当稀疏,··· ···
2023-07-17 09:44:15
8 = 3+5
10 = 3+7
12 = 5+7
14 = 3+11
16 = 3+13 = 5+11
18 = 5+13 = 7+11
20 = 3+17 = 7+13
22 = 3+19 = 5+17
24 = 5+19 = 7+17 = 11+13
26 = 3+23 = 7+19
28 = 5+23 = 11+17
30 = 7+23 = 11+19 = 13+17
32 = 3+29 = 13+19
34 = 3+31 = 5+29 = 11+23
36 = 5+31 = 7+29 = 13+23 = 17+19
38 = 7+31
40 = 3+37 = 11+29 = 17+23
42 = 5+37 = 11+31 = 13+29 = 19+23
44 = 3+41 = 7+37 = 13+31
46 = 3+43 = 5+41 = 17+29
48 = 5+43 = 7+41 = 11+37 = 17+31 = 19+29
50 = 3+47 = 7+43 = 13+37 = 19+31
52 = 5+47 = 11+41 = 23+29
54 = 7+47 = 11+43 = 13+41 = 17+37 = 23+31
56 = 3+53 = 13+43 = 19+37
58 = 5+53 = 11+47 = 17+41
60 = 7+53 = 13+47 = 17+43 = 19+41 = 23+37 = 29+31
62 = 3+59 = 19+43
64 = 3+61 = 5+59 = 11+53 = 17+47 = 23+41
66 = 5+61 = 7+59 = 13+53 = 19+47 = 23+43 = 29+37
68 = 7+61 = 31+37
70 = 3+67 = 11+59 = 17+53 = 23+47 = 29+41
72 = 5+67 = 11+61 = 13+59 = 19+53 = 29+43 = 31+41
74 = 3+71 = 7+67 = 13+61 = 31+43
76 = 3+73 = 5+71 = 17+59 = 23+53 = 29+47
78 = 5+73 = 7+71 = 11+67 = 17+61 = 19+59 = 31+47 = 37+41
80 = 7+73 = 13+67 = 19+61 = 37+43
82 = 3+79 = 11+71 = 23+59 = 29+53
84 = 5+79 = 11+73 = 13+71 = 17+67 = 23+61 = 31+53 = 37+47 = 41+43
86 = 3+83 = 7+79 = 13+73 = 19+67
88 = 5+83 = 17+71 = 29+59 = 41+47
90 = 7+83 = 11+79 = 17+73 = 19+71 = 23+67 = 29+61 = 31+59 = 37+53 = 43+47
92 = 3+89 = 13+79 = 19+73 = 31+61
94 = 5+89 = 11+83 = 23+71 = 41+53
96 = 7+89 = 13+83 = 17+79 = 23+73 = 29+67 = 37+59 = 43+53
98 = 19+79 = 31+67 = 37+61
100 = 3+97 = 11+89 = 17+83 = 29+71 = 41+59 = 47+53
102 = 5+97 = 13+89 = 19+83 = 23+79 = 29+73 = 31+71 = 41+61 = 43+59
104 = 3+101 = 7+97 = 31+73 = 37+67 = 43+61
106 = 3+103 = 5+101 = 17+89 = 23+83 = 47+59
108 = 5+103 = 7+101 = 11+97 = 19+89 = 29+79 = 37+71 = 41+67 = 47+61
110 = 3+107 = 7+103 = 13+97 = 31+79 = 37+73 = 43+67
112 = 3+109 = 5+107 = 11+101 = 23+89 = 29+83 = 41+71 = 53+59
114 = 5+109 = 7+107 = 11+103 = 13+101 = 17+97 = 31+83 = 41+73 = 43+71 = 47+67 = 53+61
116 = 3+113 = 7+109 = 13+103 = 19+97 = 37+79 = 43+73
118 = 5+113 = 11+107 = 17+101 = 29+89 = 47+71
120 = 7+113 = 11+109 = 13+107 = 17+103 = 19+101 = 23+97 = 31+89 = 37+83 = 41+79 = 47+73 = 53+67 = 59+61
122 = 13+109 = 19+103 = 43+79
124 = 11+113 = 17+107 = 23+101 = 41+83 = 53+71
126 = 13+113 = 17+109 = 19+107 = 23+103 = 29+97 = 37+89 = 43+83 = 47+79 = 53+73 = 59+67
128 = 19+109 = 31+97 = 61+67
130 = 3+127 = 17+113 = 23+107 = 29+101 = 41+89 = 47+83 = 59+71
132 = 5+127 = 19+113 = 23+109 = 29+103 = 31+101 = 43+89 = 53+79 = 59+73 = 61+71
134 = 3+131 = 7+127 = 31+103 = 37+97 = 61+73
136 = 5+131 = 23+113 = 29+107 = 47+89 = 53+83
138 = 7+131 = 11+127 = 29+109 = 31+107 = 37+101 = 41+97 = 59+79 = 67+71
140 = 3+137 = 13+127 = 31+109 = 37+103 = 43+97 = 61+79 = 67+73
142 = 3+139 = 5+137 = 11+131 = 29+113 = 41+101 = 53+89 = 59+83
144 = 5+139 = 7+137 = 13+131 = 17+127 = 31+113 = 37+107 = 41+103 = 43+101 = 47+97 = 61+83 = 71+73
146 = 7+139 = 19+127 = 37+109 = 43+103 = 67+79
148 = 11+137 = 17+131 = 41+107 = 47+101 = 59+89
150 = 11+139 = 13+137 = 19+131 = 23+127 = 37+113 = 41+109 = 43+107 = 47+103 = 53+97 = 61+89 = 67+83 = 71+79
152 = 3+149 = 13+139 = 43+109 = 73+79
154 = 3+151 = 5+149 = 17+137 = 23+131 = 41+113 = 47+107 = 53+101 = 71+83
156 = 5+151 = 7+149 = 17+139 = 19+137 = 29+127 = 43+113 = 47+109 = 53+103 = 59+97 = 67+89 = 73+83
158 = 7+151 = 19+139 = 31+127 = 61+97
160 = 3+157 = 11+149 = 23+137 = 29+131 = 47+113 = 53+107 = 59+101 = 71+89
162 = 5+157 = 11+151 = 13+149 = 23+139 = 31+131 = 53+109 = 59+103 = 61+101 = 73+89 = 79+83
164 = 7+157 = 13+151 = 37+127 = 61+103 = 67+97
166 = 3+163 = 17+149 = 29+137 = 53+113 = 59+107
168 = 5+163 = 11+157 = 17+151 = 19+149 = 29+139 = 31+137 = 37+131 = 41+127 = 59+109 = 61+107 = 67+101 = 71+97 = 79+89
170 = 3+167 = 7+163 = 13+157 = 19+151 = 31+139 = 43+127 = 61+109 = 67+103 = 73+97
172 = 5+167 = 23+149 = 41+131 = 59+113 = 71+101 = 83+89
174 = 7+167 = 11+163 = 17+157 = 23+151 = 37+137 = 43+131 = 47+127 = 61+113 = 67+107 = 71+103 = 73+101
176 = 3+173 = 13+163 = 19+157 = 37+139 = 67+109 = 73+103 = 79+97
178 = 5+173 = 11+167 = 29+149 = 41+137 = 47+131 = 71+107
180 = 7+173 = 13+167 = 17+163 = 23+157 = 29+151 = 31+149 = 41+139 = 43+137 = 53+127 = 67+113 = 71+109 = 73+107 = 79+101 = 83+97
182 = 3+179 = 19+163 = 31+151 = 43+139 = 73+109 = 79+103
184 = 3+181 = 5+179 = 11+173 = 17+167 = 47+137 = 53+131 = 71+113 = 83+101
186 = 5+181 = 7+179 = 13+173 = 19+167 = 23+163 = 29+157 = 37+149 = 47+139 = 59+127 = 73+113 = 79+107 = 83+103 = 89+97
188 = 7+181 = 31+157 = 37+151 = 61+127 = 79+109
190 = 11+179 = 17+173 = 23+167 = 41+149 = 53+137 = 59+131 = 83+107 = 89+101
192 = 11+181 = 13+179 = 19+173 = 29+163 = 41+151 = 43+149 = 53+139 = 61+131 = 79+113 = 83+109 = 89+103
194 = 3+191 = 13+181 = 31+163 = 37+157 = 43+151 = 67+127
196 = 3+193 = 5+191 = 17+179 = 23+173 = 29+167 = 47+149 = 59+137 = 83+113 = 89+107
198 = 5+193 = 7+191 = 17+181 = 19+179 = 31+167 = 41+157 = 47+151 = 59+139 = 61+137 = 67+131 = 71+127 = 89+109 = 97+101
200 = 3+197 = 7+193 = 19+181 = 37+163 = 43+157 = 61+139 = 73+127 = 97+103
用时 0.01560 秒
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 楼主| 发表于 2023-7-18 23:27 | 显示全部楼层
时空伴随者 发表于 2023-7-17 01:53
强(纯)哥德巴赫猜想成立的主要原因,当然是跟素数的分布有关,疏密适当才能使每个充分大的偶数雨露均沾 ...

哥德巴赫猜想成立的根本原因,当然是素数的分布。如果不能正确地描绘素数的分布状况,想要证明哥猜就是天方夜谭!我们知道素数有无穷多个已经是铁定事实。而孪生素数可以说是素数的最小构型,了解孪生素数的分布对于证明哥猜绝对是正能量。而仅仅这一点可能还不够,还要对更多的、更大的构型有所研究,才能有所突破,那些仅仅依靠灵光一现、就把哥猜给证明了的想法,是虚幻的、不切实际的梦想而已!
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发表于 2023-7-19 07:36 | 显示全部楼层
时空伴随者 发表于 2023-7-18 15:27
哥德巴赫猜想成立的根本原因,当然是素数的分布。如果不能正确地描绘素数的分布状况,想要证明哥猜就是天 ...

我的0+0一书回答了这一问题!
关于素数分布,我有“四个一样多”理论,是证明哥猜充分必要条件:
一,八类素尾数WDY数一样多;
二,八类合数一样多,
三,八类素数一样多,
四,哥猜不成立,合数与素数一样多、
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 楼主| 发表于 2023-7-19 12:08 | 显示全部楼层
重生888@ 发表于 2023-7-18 23:36
我的0+0一书回答了这一问题!
关于素数分布,我有“四个一样多”理论,是证明哥猜充分必要条件:
一, ...

纯孪·哥德巴赫猜想:
对于充分大的偶数M(≥4210),都至少存在1对素数T1<T2,使得M=T1+T2,其中T1、T2是两个孪生素数之一,可能来自同一对孪生素数,来自也不同的对孪生素数对。
还能证吗?
2023-07-19 11:22:40
4210 = 191+4019 = 281+3929 = 821+3389 = 881+3329 = 1091+3119 = 1481+2729 = 1619+2591 = 1871+2339 = 2081+2129  

4212 = 191+4021 = 193+4019 = 281+3931 = 283+3929 = 821+3391 = 823+3389 = 881+3331 = 883+3329 = 1091+3121 = 1093+3119 = 1481+2731 = 1483+2729 = 1619+2593 = 1621+2591 = 1871+2341 = 1873+2339 = 2081+2131 = 2083+2129  

4214 = 193+4021 = 283+3931 = 823+3391 = 883+3331 = 1093+3121 = 1483+2731 = 1621+2593 = 1873+2341 = 2083+2131  

4216 = 59+4157 = 197+4019 = 659+3557 = 827+3389 = 857+3359 = 1049+3167 = 1427+2789 = 1487+2729 = 1667+2549 = 1877+2339 = 1949+2267 = 2087+2129  

4218 = 59+4159 = 61+4157 = 197+4021 = 199+4019 = 659+3559 = 661+3557 = 827+3391 = 829+3389 = 857+3361 = 859+3359 = 1049+3169 = 1051+3167 = 1427+2791 = 1429+2789 = 1487+2731 = 1489+2729 = 1667+2551 = 1669+2549 = 1877+2341 = 1879+2339 = 1949+2269 = 1951+2267 = 2087+2131 = 2089+2129  

4220 = 3+4217 = 61+4159 = 199+4021 = 661+3559 = 829+3391 = 859+3361 = 1051+3169 = 1429+2791 = 1489+2731 = 1669+2551 = 1879+2341 = 1951+2269 = 2089+2131  

4222 = 3+4219 = 5+4217 = 641+3581 = 2081+2141  

4224 = 5+4219 = 7+4217 = 641+3583 = 643+3581 = 2081+2143 = 2083+2141 = 2111+2113  

4226 = 7+4219 = 643+3583 = 2083+2143  

4228 = 11+4217 = 71+4157 = 101+4127 = 137+4091 = 179+4049 = 227+4001 = 311+3917 = 461+3767 = 857+3371 = 1061+3167 = 1229+2999 = 1427+2801 = 2087+2141  

4230 = 11+4219 = 13+4217 = 71+4159 = 73+4157 = 101+4129 = 103+4127 = 137+4093 = 139+4091 = 179+4051 = 181+4049 = 227+4003 = 229+4001 = 311+3919 = 313+3917 = 461+3769 = 463+3767 = 857+3373 = 859+3371 = 1061+3169 = 1063+3167 = 1229+3001 = 1231+2999 = 1427+2803 = 1429+2801 = 2087+2143 = 2089+2141  

4232 = 3+4229 = 13+4219 = 73+4159 = 103+4129 = 139+4093 = 181+4051 = 229+4003 = 313+3919 = 463+3769 = 859+3373 = 1063+3169 = 1231+3001 = 1429+2803 = 2089+2143  

4234 = 3+4231 = 5+4229 = 17+4217 = 107+4127 = 1997+2237  

4236 = 5+4231 = 7+4229 = 17+4219 = 19+4217 = 107+4129 = 109+4127 = 1997+2239 = 1999+2237  

4238 = 7+4231 = 19+4219 = 109+4129 = 1999+2239  

4240 = 11+4229 = 149+4091 = 191+4049 = 239+4001 = 311+3929 = 419+3821 = 569+3671 = 659+3581 = 881+3359 = 1451+2789 = 1931+2309 = 2111+2129  

4242 = 11+4231 = 13+4229 = 149+4093 = 151+4091 = 191+4051 = 193+4049 = 239+4003 = 241+4001 = 311+3931 = 313+3929 = 419+3823 = 421+3821 = 569+3673 = 571+3671 = 659+3583 = 661+3581 = 881+3361 = 883+3359 = 1451+2791 = 1453+2789 = 1931+2311 = 1933+2309 = 2111+2131 = 2113+2129  

4244 = 3+4241 = 13+4231 = 151+4093 = 193+4051 = 241+4003 = 313+3931 = 421+3823 = 571+3673 = 661+3583 = 883+3361 = 1453+2791 = 1933+2311 = 2113+2131  

4246 = 3+4243 = 5+4241 = 17+4229 = 29+4217 = 197+4049 = 227+4019 = 857+3389 = 1277+2969 = 1697+2549  

4248 = 5+4243 = 7+4241 = 17+4231 = 19+4229 = 29+4219 = 31+4217 = 197+4051 = 199+4049 = 227+4021 = 229+4019 = 857+3391 = 859+3389 = 1277+2971 = 1279+2969 = 1697+2551 = 1699+2549  

4250 = 7+4243 = 19+4231 = 31+4219 = 199+4051 = 229+4021 = 859+3391 = 1279+2971 = 1699+2551  

4252 = 11+4241 = 431+3821 = 881+3371 = 1451+2801 = 1871+2381 = 2111+2141  

4254 = 11+4243 = 13+4241 = 431+3823 = 433+3821 = 881+3373 = 883+3371 = 1451+2803 = 1453+2801 = 1871+2383 = 1873+2381 = 2111+2143 = 2113+2141  

4256 = 13+4243 = 433+3823 = 883+3373 = 1453+2803 = 1873+2383 = 2113+2143  

4258 = 17+4241 = 29+4229 = 41+4217 = 101+4157 = 239+4019 = 1091+3167 = 1289+2969 = 1667+2591 = 1877+2381 = 1949+2309  

4260 = 17+4243 = 19+4241 = 29+4231 = 31+4229 = 41+4219 = 43+4217 = 101+4159 = 103+4157 = 239+4021 = 241+4019 = 1091+3169 = 1093+3167 = 1289+2971 = 1291+2969 = 1667+2593 = 1669+2591 = 1877+2383 = 1879+2381 = 1949+2311 = 1951+2309 = 2129+2131  

4262 = 3+4259 = 19+4243 = 31+4231 = 43+4219 = 103+4159 = 241+4021 = 1093+3169 = 1291+2971 = 1669+2593 = 1879+2383 = 1951+2311  

4264 = 3+4261 = 5+4259 = 107+4157 = 137+4127 = 347+3917 = 1607+2657 = 1997+2267 = 2027+2237  

4266 = 5+4261 = 7+4259 = 107+4159 = 109+4157 = 137+4129 = 139+4127 = 347+3919 = 349+3917 = 1607+2659 = 1609+2657 = 1997+2269 = 1999+2267 = 2027+2239 = 2029+2237  

4268 = 7+4261 = 109+4159 = 139+4129 = 349+3919 = 1609+2659 = 1999+2269 = 2029+2239  

4270 = 11+4259 = 29+4241 = 41+4229 = 179+4091 = 269+4001 = 419+3851 = 599+3671 = 809+3461 = 881+3389 = 1019+3251 = 1151+3119 = 1301+2969 = 1481+2789 = 1721+2549 = 1931+2339 = 2129+2141  

4272 = 11+4261 = 13+4259 = 29+4243 = 31+4241 = 41+4231 = 43+4229 = 179+4093 = 181+4091 = 269+4003 = 271+4001 = 419+3853 = 421+3851 = 599+3673 = 601+3671 = 809+3463 = 811+3461 = 881+3391 = 883+3389 = 1019+3253 = 1021+3251 = 1151+3121 = 1153+3119 = 1301+2971 = 1303+2969 = 1481+2791 = 1483+2789 = 1721+2551 = 1723+2549 = 1931+2341 = 1933+2339 = 2129+2143 = 2131+2141  

4274 = 3+4271 = 13+4261 = 31+4243 = 43+4231 = 181+4093 = 271+4003 = 421+3853 = 601+3673 = 811+3463 = 883+3391 = 1021+3253 = 1153+3121 = 1303+2971 = 1483+2791 = 1723+2551 = 1933+2341 = 2131+2143  

4276 = 3+4273 = 5+4271 = 17+4259 = 59+4217 = 149+4127 = 227+4049 = 347+3929 = 809+3467 = 1019+3257 = 1277+2999 = 1487+2789 = 1619+2657  

4278 = 5+4273 = 7+4271 = 17+4261 = 19+4259 = 59+4219 = 61+4217 = 149+4129 = 151+4127 = 227+4051 = 229+4049 = 347+3931 = 349+3929 = 809+3469 = 811+3467 = 1019+3259 = 1021+3257 = 1277+3001 = 1279+2999 = 1487+2791 = 1489+2789 = 1619+2659 = 1621+2657  

4280 = 7+4273 = 19+4261 = 61+4219 = 151+4129 = 229+4051 = 349+3931 = 811+3469 = 1021+3259 = 1279+3001 = 1489+2791 = 1621+2659  

4282 = 11+4271 = 41+4241 = 191+4091 = 281+4001 = 431+3851 = 461+3821 = 821+3461 = 1031+3251 = 1481+2801  

4284 = 11+4273 = 13+4271 = 41+4243 = 43+4241 = 191+4093 = 193+4091 = 281+4003 = 283+4001 = 431+3853 = 433+3851 = 461+3823 = 463+3821 = 821+3463 = 823+3461 = 1031+3253 = 1033+3251 = 1481+2803 = 1483+2801 = 2141+2143  

4286 = 13+4273 = 43+4243 = 193+4093 = 283+4003 = 433+3853 = 463+3823 = 823+3463 = 1033+3253 = 1483+2803  

4288 = 17+4271 = 29+4259 = 59+4229 = 71+4217 = 197+4091 = 239+4049 = 269+4019 = 521+3767 = 617+3671 = 821+3467 = 827+3461 = 1031+3257 = 1289+2999 = 1319+2969 = 1487+2801 = 1697+2591 = 1949+2339  

4290 = 17+4273 = 19+4271 = 29+4261 = 31+4259 = 59+4231 = 61+4229 = 71+4219 = 73+4217 = 197+4093 = 199+4091 = 239+4051 = 241+4049 = 269+4021 = 271+4019 = 521+3769 = 523+3767 = 617+3673 = 619+3671 = 821+3469 = 823+3467 = 827+3463 = 829+3461 = 1031+3259 = 1033+3257 = 1289+3001 = 1291+2999 = 1319+2971 = 1321+2969 = 1487+2803 = 1489+2801 = 1697+2593 = 1699+2591 = 1949+2341 = 1951+2339  

4292 = 19+4273 = 31+4261 = 61+4231 = 73+4219 = 199+4093 = 241+4051 = 271+4021 = 523+3769 = 619+3673 = 823+3469 = 829+3463 = 1033+3259 = 1291+3001 = 1321+2971 = 1489+2803 = 1699+2593 = 1951+2341  

4294 = 137+4157 = 827+3467 = 1607+2687 = 2027+2267  

4296 = 137+4159 = 139+4157 = 827+3469 = 829+3467 = 1607+2689 = 1609+2687 = 2027+2269 = 2029+2267  

4298 = 139+4159 = 829+3469 = 1609+2689 = 2029+2269  

4300 = 29+4271 = 41+4259 = 59+4241 = 71+4229 = 281+4019 = 1049+3251 = 1301+2999  

用时 0.04680 秒

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先生列的数据,有多有少,想表达什么? 偶数 4284至少有94对素数对,你只列19对,是否是其中数?  发表于 2023-7-19 16:30
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