癹ゅ计

癹ゅ计

计厩產рㄇパオ┪パオ弄妓计嘿癹ゅ计 (Palindromic Number)  121233213331单τ讽い计獽琌 癹ゅ计 (Palindromic Prime虏嘿 Palprime ) 

硂琌きず癹ゅ计ㄇ疭┦

┮Τ縒计 (Single-digital Prime) 琌癹ゅ计 2357
ㄢ计いΤ 11 癹ゅ计ㄤ緇癹ゅ计 22 单А琌 11 计
计癹ゅ计癬﹍﹚琌 1379ㄤい计琌瓃计ぇ
癹ゅ计Τ 101131151181191313353373383727757787797919 ㎝ 929き
⊿Τ癹ゅ计┮Τ癹ゅ计А琌 11 计ㄤ龟┮Τ案计癹ゅ计常琌 11 计埃 11 ⊿Τㄤ案计癹ゅ计
き癹ゅ计Τ 93 程琌 10301 τ程琌 98689

き癹ゅ计

2
3
5
7
11
101
131
151
181
191
313
353
373

383

727
757
787
797
919
929
10301 10501 10601
11311
11411
12421
12721
12821
13331
13831
13931
14341
14741
15451
15551
16061
16361
16561
16661
17471
17971
18181
18481
19391

19891

30103
30203
30403
30703
30803

(OEIS A002385)

ㄌ计 n ず癹ゅ计计だ琌4, 1, 15, 0, 93, 0, 668, 0, 5172, ... (OEIS A016115A040025 A050251) иぃ螟祇瞷ㄤい案计 (蛮埃) 癹ゅ计计 0τ计癹ゅ计计琌碭计患糤и獺癹ゅ计计ョ琌礚计厩產猾吹 (W. D. Banks) 单 2004靡

Αい P(x) ぃぶ x 癹ゅ计计τ N(x) ぃぶ x 癹ゅ计计

瓣计厩產膀 (Mike Keith 1955 - ) ョ―ぃ 1011 ず癹ゅ计计㎝ (Sum of Reciprocals) 琌镣伐 1.32398

蛾㏄瞯籔癹ゅ计

癹ゅ计㎝蛾㏄瞯 (Pi) Τ﹚闽玒或穦摆ㄓ计厩產р蛾㏄瞯﹚计秨﹍Θ癹ゅ计祇瞷Τ

3

313

31415926535897932384626433833462648323979853562951413

癹ゅ计ㄤ╱Τ薄㎝ pi计 (Pi Prime) 畉ぃ环 (璝闽蛾㏄瞯┪ pi计戈把ゅ蛾㏄瞯籔计

把σゅ膍の呼

Beiler, A. H. Recreations in the Theory of Numbers: The Queen of Mathematical Entertains. New York: Dover, 1964.

Caldwell, C. "The Top Twenty: Palindrome." http://primes.utm.edu/top20/page.php?id=53.

De Geest, P. "Palindromic Numbers and Other Recreational Topics." http://www.worldofnumbers.com/index.shtml.

De Geest, P. "Palindromic Prime Statistics--The Table." http://www.worldofnumbers.com/palprim1.htm.

De Geest, P. "Palindromic Prime Page 3." http://www.worldofnumbers.com/palprim3.htm.

De Geest, P. "Palindromic Sums of Squares of Consecutive Integers." http://www.worldofnumbers.com/sumsquare.htm.

Weisstein, E. W. "Palindromic Prime." From MathWorld. http://mathworld.wolfram.com/PalindromicPrime.html.