这个网站是通过捐款来支持的。OEIS基金会.

OEIS索引:剖面POL

从奥伊斯维基
跳转到:导航搜索

索引到奥伊斯剖面波尔


[AAγ抗体γγγAPγ应收账γBAγγγBLγγγCAγ总工程师γ中国γγ辅酶Aγ科伊γ通用域名格式γ反对的论点γ慢性阻塞性肺病γγCYγDAγDEγγγEAγ预计起飞时间γ埃尔γ欧盟γFAγγFIγ法罗群岛γγ遗传算法γ通用电器γγ格拉γGREγγγγIAγ进入γJγKγ洛杉矶γ液晶γγγγγ美格γ地图γ地垫γγγγNγγγγγ怒族γoγ派克靴γ标准γPASγ豌豆γγ酸碱度γPOIγ波尔γ销售时点情报系统γ战俘γPRAγ脉波重复间隔γ正面γ聚苯乙烯γγ魁北克γγ雷亚γ雷尔γ雷斯γ反渗透γγSAγγγSKγ所以γ服务提供商γ平方γSTγγ短波γ助教γγγγ特拉γγγUγVγ佤族γ我们γWIγXγYγZγγγγ]


波兰:也见与n个字母相关的序列的索引条目
礼貌:A06983
波尔斯,见拉丁方,相互正交

波利亚猜想,与γ相关的序列:
波利亚猜想:A072203*A028 848

多糖类:A000 6074*
波利亚雷斯:A0572424A0572525

聚合体,与γ相关的序列:
polycubes:A000 0162*
聚碳酸酯:也见多胞胎

多棱:参见多胞胎
多形体,见多胞胎
多Γ函数:A000 6955A000 6956

多边形数,与γ相关的序列:
多边形数,以中心为中心,参见中心多边形数
多边形数:A057 145*
多边形数:p(2,k)A000 00 27p(3,k)A000 0217p(4,k)A000 0290p(5,k)A000 0326p(6,k)A000 038p(7,k)A000 0566p(8,k)A000 0567p(9,k)A00p(10,k)A000 110 7p(11,k)A051682Ap(12,k)A051624P(13,K)-P(24,K)A051865-A051876p(25,k)A2566p(26,k)A255185p(27,k)A255186p(28,k)A161935p(29,k)A255187p(30,k)A2544p(34,k)A28 854p(40,k)A261191p(50,k)A261343p(60,k)A24911p(100,k)A261276
多边形数,对角线:A060354A064 808A07227A000 6000A07714A000 600 3A000 2411A12736
多边形数,非平凡:A090466A090467
多边形数,和:A000 719
多边形数:表示n为平面图形或多边形数之和的倍数或数的倍数:A052443A0523 44A053603,*A053604A101428A254661A254668A255916A255934A256171A75824,286944。
多边形相关的序列:
多边形(1):A000 3401A000 1004A000 345A000 0940A000 0939A000 5036A000 345A000 625A000 624A000 3550
多边形(2):A000 345A000 345 2A000 5034A000 34 47A000 57 68A000 536A000A000A000 5040A000 34 45
多边形(3):A000 7169A000 67A000 34 42A000 5038A00 2058A000 673A000 677A000 0207A000 353A000 34 49
多边形(4):A000 34 41A000 1002A000 677A000 34 48A000 519A000A00 1409A000 816A000 34 43A000 2059
多边形(5):A000 5397A000 34 51A000 34 44A000 5035A00 229 3A000 5039A000 1397A131396A000 895A000 2060
多边形(6):A000 7220A000 5033A000 693A000 539A000 28 98A000 5037A00 229A000 28 96A000 7221A000 229
多边形(7):A000 539A000 67 26A000 67 26A000 57 70A00 2055A131335A00A000 57A00 2056A000 7160
多边形(8):A000 57 85A00 1413A000 7222A131337A000 1667.
用尺子和罗盘构造的多边形:A000 3401*
用尺子和罗盘构造的多边形A000 0108A000 4169A000 47 29A000 5109A049013
圆内接多边形:也见系鞋带
绘制所有对角线的多边形:参见Poonen Rubinstein纸
多边形的:A000 64 72A000 1044A08439A000 0680A08440A089441A08492A08443A08449A26682A133401A085 356
多面体,与γ相关的序列:
多面体(1):A000 7026A000 840A000 7024A000 68 68A000 68 66A000 7029A000 7021A000 863A000 68 67A000 68A000 0944A000 7034A000 856
多面体(2):A000 7030A000 7023A000 7022A000 028A000 7027A000 7025A000 7028A000 7036A000 7031A000 7032A000 7037A000 7035A000 7033
多形性,多形性:A000 863
多面体,规则:A06096A053016A06924A06925A06926A06927A063622
多面体:A000 0944*A04337*A000 0109*(单纯形)
多面体:也见多面体

多晶硅:A0577
多聚体:也见多角体(六角形)
聚酰胺:A000 057*
多才多艺的人:A03044A030445A030466A030447A03044

多对数,与γ相关的序列:
多对数Li(-n,-P/Q)(1):A212846A210244A210245A210246A210247A213127A213128A213129A213130
多对数Li(-n,-P/Q)(2):A213131A213132A213133A213130A212847A213134A213135A213136A213137
多对数Li(-n,-P/Q)(3):A213138A213139A213140A213141A213142A213143A213144A213145A213146
多对数Li(-n,-P/Q)(4):A213147A213148A213149A213150A213151A213152A213153A213154A213155
多对数Li(-n,-P/Q)(5):A213156A213157
多项式,与γ相关的序列:
多项式:参见递归,线性
产生素数的多项式:参见由多项式产生的素数
多项式,贝尔A000 1861
多项式,伯努利:参见伯努利多项式
多项式,贝塞尔,A000 1518A000 1516A000 1514A000 1880A00 188
多项式,布尔:A16912A16913A16914
多项式,按高度,A000 5409
多项式,特征,A000 6135A000 6136
多项式,Chebyshev,A000 55 85A000 55 85A000 2680A000 700A000 1763A000 1749A00 2697A000 7701A000 697A000 6975A000 697A00 2698
多项式,cyclotomic,A000 4124
多项式,割圆,逆,序列与:
多项式,割圆,逆,1/πN=1/PhiN):
1/ω的展开NN-周期,但也满足阶的线性递推N=A000 000N(度)N<N,签名是由(1- phi(n))的系数给出的:参见线性递归索引条目. 这些扩展是按序列给出的。A000 727A010891A010892A014016-A016327A033 99A04407A056594AA240328-A240467A29 1137(所有以前的序列表)。具体而言,与N括号内:
A033 99(2)A04407(3)A056594A(4)A010891(5)A010892(6)A014016(7)A014017(8)A014018(9)A014019(10)A014020(11)A014021(12)A014022(13)A014023(14)A014024(15)A014025(16)A014026(17)A014027(18)A014028(19)A014029(20)A014030(21)A014031(22)A014032(23)A014033(24)A014034(25)A014035(26)A014036(27)A014037(28)A014038(29)A014039(30)A014040(31)A014041(32)A014042(33)A014043(34)A014044(35)A014045(36)A240328(37)A014047(38)A014048(39)A014049(40)A240329(41)A014051(42)A240330(43)A014053(44)A014054(45)A014055(46)A240331(47)A014057(48)A240332(49)A014059(50)A014060(51)A014061(52)A24034(53)A014063(54)A014064(55)A014065(56)A014066(57)A014067(58)A24034(59)A014068(60)A240350(61)A01407A(62)A014072(63)A240351(64)A014074(65)A014075(66)A240352(67)A240353(68)A014078(69)A014079(70)A240354(71)A240355(72)A240356(73)A240357(74)A014084A(75)A240465(76)A014086A(77)A014097(78)A014093A(84)A014094A(85)A014096(87)A014099(90)A014100(91)A014102(93)A014104(95)A014108(99)A014111(102)A014114(105)A014119(110)A014123(114)A014124(115)A014128(119)A014129(120)A014135(126)A014139(130)A014141(132)A014142(133)A014147(138)A014149(140)A014152(143)A014154(145)A014159(150)A240467(152)A014163(154)A014164(155)A014165(156)A014170(161)A014174(165)A014177(168)A014179(170)A014183(174)A014184(175)A014189(180)A014191(182)A014194(185)A014195(186)A014196(187)A014199(190)A014204(195)A014207(198)A014212(203)A014218(209)A014219(210)A014226(217)A014229(220)A014230(221)A014249(230)A014240(231)A014247(238)A014256(247)A014262(253)A014264(255)A014268(259)A014269(260)A014255(266)A01422(273)A014899(280)A01494(285)A01495(286)A01496(287)A01429(290)A014308(299)A014310(301)A014317(308)A014319(310)A014324(315)A014328(319)A014331(322)A014332(323)A014338(329)A014399(330)A014339(340)A014350(341)A014354(345)A014359(350)A014366(357)A01473(364)A014799(370)A014380(371)A01438(374)A01486A6(377)A01489(380)A01439(385)A014399(390)A014400(391)A014408(399)A014412(403)A014415(406)A014416(407)A014422(413)A014427(418)A014429(420)A014436(427)A014438(429)A01444(434)A01444(435)A014466(437)A014451(442)A014460(451)A014464(455)A014747(462)A01474(465)A014788(469)A01482(473)A014885(476)A014490(481)A014492(483)A014502(493)A014503(494)A014504(495)A014506(497)A014515(506)A014519(510)A014520(511)A014526(517)A014527(518)A014534(525)A014536(527)A01454(532)A014562(533)A01454(539)A01455(546)A014560(551)A014562(553)A014564(555)A014568(559)A014570(561)A014599(570)A014581A(572)A014583A(574)A014590(581)A014592(583)A014594A(585)A014598(589)A014604(595)A014607(598)A014611(602)A014618(609)A014620(611)A014624(615)A014625(616)A014636(627)A014638(629)A014639(630)A014366(637)A01464(638)A014653(644)A01465(645)A014655(646)A014665(649)A014660(651)A014667(658)A014699(660)A014672(663)A01467(665)A014667(667)A014680(671)A014691(682)A014698(689)A014699(690)A014702(693)A014706(697)A014712(703)A014714(705)A014722(713)A014723(714)A014724(715)A014737(728)A014740(731)A01474(735)A01476A6(737)A014750(741)A014751(742)A014775(748)A014763(754)A014768(759)A01474(765)A014766(767)A014799(770)A014786A(777)A014788(779)A014789A(780)A014790(781)A014791(782)A014802(793)A014804(795)A014807(798)A014808(799)A014812(803)A014814(805)A014815(806)A014821(812)A014823(814)A014826(817)A014828(819)A014834(825)A014835(826)A014845(836)A014849(840)A014856(847)A014860(851)A014863(854)A014864(855)A014867(858)A014870(861)A014877(868)A014888(869)A014899(870)A014880(871)A01488(874)A014893(884)A014894(885)A014902(893)A014906(897)A014908(899)A014910(901)A014911(902)A014912(903)A014919(910)A014922(913)A014924(915)A014932(923)A014933(924)A014939(930)A014944(935)A014947(938)A014952(943)A014954(945)A014955(946)A014958(949)A014961(952)A014966(957)A014997(962)A014975(966)A014997(969)A014984A(975)A014988(979)A01495A5(986)A01496(987)A014997(988)A01499(989)A01499(990)A01500(994)A0150(1001)A0150(1003)A01514(1005)A01516(1007)A01521(1012)A01524(1015)A01529(1020)A01531(1022)A0150 32(1023)A01536(1027)A0150(1034)A01544(1035)A0150(1036)A0150 46(1037)A01554(1045)A01559(1050)A01563(1054)A0150(1064)A0150 74(1065)A0150 75(1066)A01576(1067)A0150 80(1071)A0150(1073)A0150(1078)A01588(1079)A0150 90(1081)A0150(1085)A015101(1092)A015104(1095)A015111(1102)A015114(1105)A015115(1106)A015119(1110)A015120(1111)A015122(1113)A015127(1118)A015130(1121)A015131(1122)A015140(1131)A015142(1133)A015148(1139)A015149(1140)A015153(1144)A015156(1147)A015157(1148)A000 727(1155)A015166(1157)A015168(1159)A015171(1162)A015175(1166)A015179(1170)A015182(1173)A015186(1177)A015187(1178)A015194(1185)A015198(1189)A015199(1190)A015205(1196)A015206(1197)A015208(1199)A015213(1204)A015216(1207)A015218(1209)A015227(1218)A015228(1219)A015230(1221)A01523(1222)A015249(1230)A015241(1232)A015244(1235)A015248(1239)A015250(1241)A015252(1243)A015254(1245)A015256(1247)A015263(1254)A015267(1258)A015269(1260)A015270(1261)A01574(1265)A015280(1271)A01582A2(1273)A01583(1274)A015244(1275)A01585(1276)A015290(1281)A01529(1287)A01597(1288)A01529(1290)A015301(1292)A015304(1295)A015307(1298)A015311(1302)A015314(1305)A015318(1309)A015320(1311)A015322(1313)A015325(1316)A015329(1320)A015335(1326)A015399(1330)A01532A2(1333)A015334(1334)A015338(1339)A015351(1342)A015352(1343)A015358(1349)A015362(1353)A015366(1357)A01537(1363)A01537(1364)A01574(1365)A01538(1378)A01538(1380)A015395(1386)A01539(1387)A015400(1391)A015403(1394)A015404(1395)A015406(1397)A015412(1403)A015415(1406)A015416(1407)A015419(1410)A015420(1411)A015426(1417)A015428(1419)A015435(1426)A015437(1428)A015439(1430)A01544(1435)A015450(1441)A01545(1443)A01545(1449)A015466(1457)A015747(1462)A015747(1463)A015788(1469)A01583A3(1474)A015848(1479)A015491(1482)A01549(1484)A015494A(1485)A015500(1491)A015504(1495)A015505(1496)A015510(1501)A015514(1505)A015516(1507)A015517(1508)A015522(1513)A015526(1517)A015527(1518)A015538(1529)A015539(1530)A01554(1533)A01554(1534)A015566(1537)A01554(1540)A015550(1541)A015566(1547)A015560(1551)A015563(1554)A015567(1558)A015569(1560)A01557(1562)A015553(1564)A015582A(1573)A015586A(1577)A015590(1581)A015595(1586)A015599(1590)A015600(1591)A015604(1595)A015605(1596)A015607(1598)A015608(1599)A015615(1606)A015619(1610)A015621(1612)A015624(1615)A015626(1617)A015637(1628)A01562A2(1633)A01564(1634)A01564(1638)A01564(1639)A015652(1643)A015665(1645)A015665(1649)A015699(1650)A015660(1651)A015661(1652)A015662(1653)A015668(1659)A015670(1661)A015667(1665)A01568(1672)A015668(1677)A01568(1679)A015699(1680)A015692(1683)A015700(1691)A015703(1694)A015711(1702)A015712(1703)A015714(1705)A015717(1708)A015719(1710)A015720(1711)A015725(1716)A015726(1717)A015731(1722)A015736(1727)A015738(1729)A01577(1738)A015788(1739)A015799(1740)A015751(1742)A01572(1743)A015775(1748)A01575(1749)A015760(1751)A01572A2(1763)A01577(1767)A015777(1768)A015788(1769)A015799(1770)A015780(1771)A015790(1781)A015794A(1785)A015795(1786)A015802(1793)A015803(1794)A015807(1798)A015811(1802)A015813(1804)A015815(1806)A015816(1807)A015824(1815)A015826(1817)A015828(1819)A015829(1820)A015835(1826)A015836(1827)A015838(1829)A015839(1830)A015842(1833)A015846(1837)A015852(1843)A015854(1845)A015855(1846)A015875(1848)A015862(1853)A015864(1855)A015868(1859)A015868(1860)A015888(1869)A015899(1870)A01588(1876)A015890(1881)A015894(1885)A015895(1886)A015896(1887)A015899(1890)A015900(1891)A015901(1892)A015907(1898)A015912(1903)A015918(1909)A015920(1911)A015923(1914)A015928(1919)A015930(1921)A015933(1924)A015934(1925)A015936(1927)A015941(1932)A015944(1935)A015946(1937)A015947(1938)A015952(1943)A015956(1947)A015959(1950)A015962(1953)A015964(1955)A015966(1957)A015967(1958)A015970(1961)A015972(1963)A015997(1969)A015981A(1972)A015983A(1974)A015985(1976)A0159870(1978)A015989A(1980)A015997(1988)A01599(1989)A016000(1991)A01600(1995)A016010(2001)A016011(2002)A016015(2006)A016019(2010)A016022(2013)A016023(2014)A016024(2015)A016030(2021)A016033(2024)A016039(2030)A016042(2033)A016044(2035)A016049(2040)A016050(2041)A016053(2044)A016055(2046)A016056(2047)A016063(2054)A016068(2059)A016074(2065)A016076(2067)A016077(2068)A016079(2070)A016080(2071)A016083A(2074)A016086A(2077)A016099(2090)A016100(2091)A016102(2093)A016110(2101)A016117(2108)A016118(2109)A016124(2115)A016126(2117)A016128(2119)A016132(2123)A016139(2130)A016141(2132)A016143(2134)A016144(2135)A016148(2139)A016151(2142)A016154(2145)A016155(2146)A016156(2147)A016167(2158)A016168(2159)A016171(2162)A016176(2167)A016179(2170)A016180(2171)A016182(2173)A016192(2183)A016193(2184)A016194(2185)A016199(2190)A016202(2193)A016210(2201)A016213(2204)A016219(2210)A016220(2211)A016221(2212)A016229(2220)A01623(2222)A016242(2223)A016255(2226)A016246(2227)A016240(2231)A016242(2233)A016245(2236)A016251(2242)A016253(2244)A016258(2249)A016264(2255)A016266(2257)A016270(2261)A01627(2262)A016227(2263)A016255(2266)A016244(2275)A01686(2277)A01687(2278)A016228(2279)A01689(2280)A016300(2291)A016303(2294)A016310(2301)A016319(2310)A016323(2314)A016327(2318)。
多项式,割圆,与γ相关的序列:
多项式,割圆,Phi(n):A010890(15)A011632(28)A011633(30)A011634(35)A011635(42)A011636(45)A011637(60)A011638(63)A011639(65)A011640(66)A011641(70)A011642(77)A011643(84)A011644(85)A011645(90)A011646(93)A011647(95)A011648(99)A011649(102)A011650(105)A011651(110)A011652(114)A011653(115)A011654(119)A016328(120)A016329(126)A016330(130)A016331(132)A016332(133)A016333(138)A016334(140)A016335(143)A016336(145)A016337(150)A016338(154)A016399(155)A016340(156)A0163131(161)A016362(165)A016334(168)A016334(170)A016345(174)A016366(175)A016367(180)A016338(182)A016334(185)A016350(186)A016351(187)A016352(190)A016353(195)A016354(198)A016355(203)A016356(209)A016357(210)A016358(217)A016359(220)A016360(221)A016361(230)A016362(231)A016363(238)A016364(247)A016365(253)A016366(255)A016367(259)A016368(260)A016369(266)A016370(273)A01637(280)A016362(285)A016337(286)A01674(287)A016375(290)A016366(299)A016737(301)A016788(308)A016799(310)A016380(315)A01638(319)A01682A2(322)A01638(323)A01638(329)A01638(330)A01638(340)A01687(341)A01638(345)A016899(350)A016390(357)A01639(364)A016302(370)A01639(371)A01639(374)A016395(377)A016306(380)A016397(385)A01639(390)A016399(391)A016400(399)A016401(403)A016402(406)A016403(407)A016404(413)A016405(418)A016406(420)A016407(427)A016408(429)A016409(434)A016410(435)A016411(437)A016412(442)A016413(451)A016414(455)A016415(462)A016416(465)A016417(469)A016418(473)A016419(476)A016420(481)A016421(483)A016422(493)A016423(494)A016424(495)A016425(497)A016426(506)A016427(510)A016428(511)A016429(1785)。
多项式,割圆:也见割圆多项式
多项式,判别式A000 4124A000 7701A000 1785A000 6312
多项式,x^ n-1的除数:参见约数
多项式,欧拉:参见欧拉多项式
多项式,甘地,A000 540A00 5989AA000 5990
多项式,哈默斯利,A000 68 46
多项式,Hermite:参见厄米多项式
多项式,命中,A00 1885A00 184A000 4307A00 186A00 1888A000 1891A000 1888A000 183A00 188A000 1890A000 4309A000 4308
多项式:有限域上不可约的多项式:(1)A000 2475A05667A05667A0576060A05761A057663A05774A05776A057777A05778A05779A0578080
多项式:有限域上不可约的多项式:(2)A05781AA05782AA05783AA05784AA057885A057897A057888A057989AA057996A05751A058059A058203
多项式:有限域上不可约的多项式:(3)A058216A058217A058219A058244A058255A058266A058267A058268A058240A058242A058243A058334
多项式:有限域上不可约的多项式:(4)A05857A059006A071428A071522A071565A071566A071642
多项式,在GF(q)上不可约,q>=4:A058334A05857A059006A071522A071565A071566
多项式,不可约,二元,度除数n:A000 0 31*
多项式,不可约,二元,度n:A000 1037*A058943*A07375
多项式,不可约,关于GF(2):见多项式,不可约,二元
多项式,不可约,超过GF(3),度除数n:A000 1696*A00 1867
多项式,不可约,超过GF(3),度n:A027*
多项式,不可约,超过GF(4),度除数n:A000 1868A054 719
多项式,不可约,超过GF(4),度n:A027*
多项式,不可约,超过GF(5):A000 1692
多项式,不可约,超过GF(7):A000 1696
多项式,不可约:也见GF(2)上的三元数
多项式,拉盖尔:参见Laguerre多项式
多项式,勒让德:参见勒让德多项式
多项式,MENGEAGE,A000 00 33A000 0159A000 0181A000 0185A000 0425
多项式,有限域上的单不可约:A058944A058948A058945A058946
正交多项式A00 2690A00 2691
多项式,关于GF(2):参见GF(2)[x] -多项式,序列上操作
多项式,周期,A000 6308A000 6311A000 6309A000 6312A000 6310
多项式,多项式恒等式:A000 57 29
多项式,本原:A000 0 20A011260*A027A026695A027 71A027 73A027 74A027A058947*
多项式,本原:也见GF(2)上的三元数
多项式,相对素数,A111115
多项式,木棒,A000 4306A00 1924A000 577A00 1925A00 1926A000 577
多项式,夏皮罗:A000 1785
多项式,GF(2)上不可约的三元数:A05783AA05751
多项式,GF(3)上不可约的三元数:A058059A058255A058266A058267A058268A058240A058242A058243A058244A058203A058217A058216A058219
多面体,与γ有关的序列:
多语种(1):A00 1933A000 101A000 678AA222215A000 1420A000 6958A000 3104A000 0104AA222216A000 676A000 1169A000 1170A000 1168
多语种(2):A000 6027A000 0988AA222214A000 696A000 55A000 54 35A000 5963A000 67 66A000 0228A000 65 35AA222212A000
多语种(3):A000 6026A191931A000 675A000 67 67A000 65 34A000 665A000 67 62A000 67 70A000 660A000 677A000 679AA222213A000 675A000 1419A000 67 68A000 661A000 663A000 67 64
多面体:A000 0105*
多元宇宙,三维:A000 0162*
六角形:多角体:A000 0228*A000 65 35A018190A030225A00 1998AA222216A000 5963A036359
多面体,不可分解:A125709A12553A12575A1257A126242A12673
旋转对称多面体:A000 677
多元宇宙,四个相关的集合:A000 0988A000 0105A151514A00
多元宇宙,四个相关的集合:A000 65 34A000 057A151517A151518
多元宇宙,四个相关的集合:A000 65 35A000 0228A151515A151516
多元宇宙,四个相关的集合:A151519A000 6074A151520A151521
多元宇宙,四个相关的集合:A151522A056780A151523A151527
多元宇宙,四个相关的集合:A151522A056783AA151523A151524
多元宇宙,四个相关的集合:A151528A0577A151529A151530
多元宇宙,四个相关的集合:A151531A0577A151532A151533
多元宇宙,四个相关的集合:A151534A159866A151535A151536
多元宇宙,四个相关的集合:A151537A0988A151538A037 245
多元宇宙,四个相关的集合:A151539A159867A151540A151541
三角星座:A000 057*
多面体:也见动物
多语种;与(001)有关的序列的完整列表A000 00 96A000 0104A000 0105A000 0108A000 0139A000 0142A000 0162A000 0166A000 0228A000 0254A000 0337A000 0522
多语种;与(002)有关的序列的完整列表A000 057A000 0891A000 0984AA000 0988A000 1003A000 1053A000 101A000 1168A000 1169A000 1170A000A000 1224
多语种;与(003)有关的序列的完整列表A131395A00 1399A000 1405A000 1419A000 1420A151519A000 1524A000 1700A000 1764A000 178A000 1788A00 1835
多语种;与(004)有关的序列的完整列表A00 1844A000 1870A191931A00 1933A00 1998A00AA222212AA222213AA222214AA222215AA222216A000 2467
多语种;与(005)有关的序列的完整列表A00 2538A000 2620A000 2627A00 2649A00A000 3104A000 3167A000 34 80A000 400A000 5178A000 54 35A000 536
多语种;与(006)有关的序列的完整列表A000 55A000 57 68A000 57A000 57 70A000 5803A000 5963A000 6013A000 6026A000 6027A000 6074A000 6318A000 65 34
多语种;与(007)有关的序列的完整列表A000 65 35A000 665A000 624A000 673A000 676A000 677A000 678A000 679A000 675A000 675A000 660A000 661
多语种;与(008)有关的序列的完整列表A000 67 62A000 663A000 67 64A000 665A000 67 66A000 67 67A000 67 68A000 67 70A000 6958A000 7317A000 773A000 7808
多语种;与(009)有关的序列的完整列表A000 7846A000 8255A000 857A000 85 92A000 8602A000 877A010363A011117A01455A016933A016957A01793
多语种;与(010)有关的序列的完整列表A017131A017569A018190A019439A0988A022144A022444A022445A024311A026106A026118A02698
多语种;与(011)有关的序列的完整列表A027 709A024247A08399A030222A030223A030224A030225A030226A030227A030228A03023A03023
多语种;与(012)有关的序列的完整列表A030355A030435A030436A03044A030445A030466A030447A03044A030519A030520A030525A030529
多语种;与(013)有关的序列的完整列表A030532A030534A033 184A033 84A0338 77A0338 78A034010A036359A036364A036365A036366A036367
多语种;与(014)有关的序列的完整列表A036368A036369A036496A037 245A038 119A038 140A038 141A038 142A038 143A038 144A038 145A038 146
多语种;与(015)有关的序列的完整列表A038 147A038A038A038A038 599A038 622A038 718A038 731A030625A039 626A039 627A030628
多语种;与(016)有关的序列的完整列表A030629A030630A039 631A030632A039 633A044043A044045A044046小精灵小精灵小精灵小精灵
完整的序列列表:(017)小精灵小精灵小精灵小精灵小精灵A08664小精灵小精灵A04221A042222A04929A04430
多语种;与(018)有关的序列的完整列表A049540A051738A051743A053022A053090A053091A053151A054 359A056360A054 361A054 963A055022
多语种;与(019)有关的序列的完整列表A055024A055A055 588A05675A0567698A05679A056780A056783AA056840A056841A056844A056845
多语种;与(020)有关的序列的完整列表A056846A056877A05688A056899A056880A05681A05682A2A05683A05684A057051A0571818A05719
多语种;与(021)有关的序列的完整列表A0572020A057222A057223A0572424A05725A0572626A057 707A0577A05921A0572424A0572525A05929
多语种;与(022)有关的序列的完整列表A0577A05753A0577 66A05779A0577A0577A057 997A05983A05953A059688A059699A059680
多语种;与(023)有关的序列的完整列表A05968A059622A05963O3A05968A0597A06067A061667A0631A063655A065068A066 158A06263
多语种;与(024)有关的序列的完整列表A06261A06263A062687A062688A06331A06653A065644A0668A06675A0667A067967A068091
多语种;与(025)有关的序列的完整列表A0687070A070764A070765A070766A070767A070768A071332A071333A071334A071431A073149A0737 33
多语种;与(026)有关的序列的完整列表A075 125A075 198A075 199A075 200A075 201A075 202A075 203A075 204A075 205A075 206A075 207A075 208
多语种;与(027)有关的序列的完整列表A075 209A075 210A075 211A075 212A075 213A075 214A075 215A075 216A075 217A075 218A075 219A075 220
多语种;与(028)有关的序列的完整列表A075 221A075 222A075 223A075 224A075A075 67A079102A079103A079104A079105A079106A079402
多语种;与(029)有关的序列的完整列表A079523A079899A07935A081706A0823 95A082497A0823 98A0844 77A084078A0847079A08480A084141
多语种;与(030)有关的序列的完整列表A0854 78A085 929A086566A088972A08945A08945A089566A089567A08945A09092A09093A09099
多语种;与(031)有关的序列的完整列表A09099A091405A09292A092582AA0931A0931A093120A0938A0939A0939 90A09399A09399
多语种;与(032)有关的序列的完整列表A094097A094164A094165A094166A094168A094169A094170A094638A09864A095968A09600A096267
多语种;与(033)有关的序列的完整列表A09772A099003A099018A099041A099048A09943A09944A09945A1000 92A1000A1000A100312
多语种;与(034)有关的序列的完整列表A100313A100314A100315A100316A100822A101409A102699A1034 64A10365A1034 66A1034 67A1034 68
多语种;与(035)有关的序列的完整列表A1034A10370A1034A10332A1034A104270A1045A10592A105306A1054A105929A108070
多语种;与(036)有关的序列的完整列表A10807AA108072A10838A111189A112509A112510A112511A113174A113227A118797A119532A119602
多语种;与(037)有关的序列的完整列表A119611A120102A120103A120104A120117A1171A1306A120 404A120 417A1244A120 64 6A1264
多语种;与(038)有关的序列的完整列表A1264A121149A121150A121151A121193A121194A121198A12128A121298A121299A121300A121301
多语种;与(039)有关的序列的完整列表A121302A121308A121309A121310A121460A121461A121462A121463A121466A121468A12149A12148
多语种;与(040)有关的序列的完整列表A121552A121553A121554A121555A121579A121580A121581AA121582AA121583AA121584AA121585A12158
多语种;与(041)有关的序列的完整列表A121632A121633A121634A121635A121636A121637A121638A121639A121691A121692A121696A121691
多语种;与(042)有关的序列的完整列表A121695A121696A121697A121698A121745A121746A121747A121748A121749A121750A121751A121752
多语种;与(043)有关的序列的完整列表A121753A121754A121964A121983A122096A122097A122104A122105A122133A122539A1227A12880
多语种;与(044)有关的序列的完整列表A123044A123104A123105A123106A123140A123141A123142A1235-5A12399A12327A123244A123255
多语种;与(045)有关的序列的完整列表A123266A12328A12328A123899A123595A123598A123600A123602A123604A123605A123606A123607
多语种;与(046)有关的序列的完整列表A123645A123660A123661A123662A125709A125709A12553A12553A12575A12575A1257A1257
多语种;与(047)有关的序列的完整列表A126020A126026A126138A126139A126140A126141A126177A126178A126179A126180A126181A126182
多语种;与(048)有关的序列的完整列表A126183A126184A126185A126186A126187A126188A126189A126190A126202A126321A126322A126323
多语种;与(049)有关的序列的完整列表A126324A126242A126242A12673A1267A12667A12760A127935A128611A129183A129638A129639
多语种;与(050)有关的序列的完整列表A130616A130622A130623A130866A130867A131467A13148A131485A13148A13148A131488A131635
多语种;与(051)有关的序列的完整列表A13229A1344A1344A135708A1357A135942A136129A137193A140709A140710A1428A14453
多语种;与(052)有关的序列的完整列表A1445 54A14876A147680A151514A151515A151516A151517A151518A151519A151520A151521A151522
多语种;与(053)有关的序列的完整列表A151523A151524A151525A151526A151527A151528A151529A151530A151531A151532A151533A151534
多语种;与(054)有关的序列的完整列表A151535A151536A151537A151538A151539A151540A151541A1533A15335A1533A15337A15338
多语种;与(055)有关的序列的完整列表A15339A15340A15360A153361A153362A153363A153364A153365A153366A153367A153368A153369
多语种;与(056)有关的序列的完整列表A15370A1533A1533A1533A155217A155218A155219A155220A155221A155222A155223A155224
多语种;与(057)有关的序列的完整列表A155225A155226A155227A155228A155229A155230A15523A155242A15523A155244A155255A155266
多语种;与(058)有关的序列的完整列表A15523A15523A155249A155240A155241A155242A155243A155244A155245A155246A155247A155248
多语种;与(059)有关的序列的完整列表A155249A155250A155251A155252A155253A155254A155255A155256A155257A155258A155259A155260
多语种;与(060)有关的序列的完整列表A155261A155262A155263A155264A155265A155266A155267A155268A155269A155270A15527A15527
多语种;与(061)有关的序列的完整列表A155253A15527A155255A155266A15527A15527A15527A155280A15528A155228A15583A155244
多语种;与(062)有关的序列的完整列表A155895A155896A155897A15528A155899A155290A15591A15592A15593A15594A15595A15596
多语种;与(063)有关的序列的完整列表A15597A15598A15599A155300A155301A155302A155303A155304A155305A155306A155307A155308
多语种;与(064)有关的序列的完整列表A155309A155310A155311A155312A155313A155314A155315A155316A155317A155318A155319A155320
多语种;与(065)有关的序列的完整列表A155321A155322A155323A155324A155325A155326A155327A155328A155329A155330A155331A155332
多语种;与(066)有关的序列的完整列表A155333A155334A155335A155336A155337A155338A15533A155340A155131A155362A155334A15534
多语种;与(067)有关的序列的完整列表A155345A155366A155367A155338A15534A155350A155351A155352A155353A155354A155355A155356
多语种;与(068)有关的序列的完整列表A155357A155358A155359A155360A155361A155362A155363A155364A155365A155366A155367A155368
多语种;与(069)有关的序列的完整列表A155369A155370A15537A15537A15537A15537A155375A155366A15537A15537A15537A155380
多语种;与(070)有关的序列的完整列表A15538A15538A15538A15538A15538A15538A15538A15538A15538A155390A15539A15592
多语种;与(071)有关的序列的完整列表A15539A15594A155395A15596A155397A15539A155399A155400A155401A155402A155403A155404
多语种;与(072)有关的序列的完整列表A155405A155406A155407A155408A155409A1554A1554A1554A1554A1554A1554A155616
多语种;与(073)有关的序列的完整列表A1554A1554A1554A1554A1554A15422A155623A1554A1554A155626A1554A15528
多语种;与(074)有关的序列的完整列表A1554A1554A1554A155632A1554A1554A1554A155636A155637A15538A1554A1554
多语种;与(075)有关的序列的完整列表A155141A155402A155403A15544A1554A155246A155407A15544A156022A156023A156024A156025
多语种;与(076)有关的序列的完整列表A157608A159866A159867
多语种;与(076)有关的序列的完整列表A182644A182645A182646

多晶硅:A000 6074
多晶硅:也见多胞胎
多角形数:见多面体,序列相关

多面体,与γ相关的序列:
多角形数:也见三角形数、正方形、五边形数、四面体数。等。
多角形数:也见平方、倒数
多面体,规则:A06096A053016A06924A06925A06926A06927A063622
多面体,规则:A0934 78A0934 79
polytopes:A000 0943*及A06096*(n维),A000 5841*(四维)
多面体:也见多面体
Poonen Rubinstein关于在正多边形中绘制所有对角线的序列的论文,序列为:
Poonen Rubinstein论文(1):A000 65 33*A000 661*A000 6600*A000 765*A000 767*
Poonen Rubinstein论文(2):A06261A067 151A067 152A067 153A067 154A067 155A067 156A067 157A067 158A067 159A06162A06163
Poonen Rubinstein论文(3):A06164A06165A06166A06167A06168A06169A09808A092098A092666A09867A108053
Poonen Rubinstein纸:也见A000 0127A29044(线上的点)
Poonen Rubinstein论文:也见条目圆圈中的和弦

Popes:A113515
流行歌曲,请参见:流行歌曲
棱镜:A00
葡萄牙语A057 696A057 697A051385A09252A060248A097 897
葡萄牙语:也见与n个字母相关的序列的索引条目


[AAγ抗体γγγAPγ应收账γBAγγγBLγγγCAγ总工程师γ中国γγ辅酶Aγ科伊γ通用域名格式γ反对的论点γ慢性阻塞性肺病γγCYγDAγDEγγγEAγ预计起飞时间γ埃尔γ欧盟γFAγγFIγ法罗群岛γγ遗传算法γ通用电器γγ格拉γGREγγγγIAγ进入γJγKγ洛杉矶γ液晶γγγγγ美格γ地图γ地垫γγγγNγγγγγ怒族γoγ派克靴γ标准γPASγ豌豆γγ酸碱度γPOIγ波尔γ销售时点情报系统γ战俘γPRAγ脉波重复间隔γ正面γ聚苯乙烯γγ魁北克γγ雷亚γ雷尔γ雷斯γ反渗透γγSAγγγSKγ所以γ服务提供商γ平方γSTγγ短波γ助教γγγγ特拉γγγUγVγ佤族γ我们γWIγXγYγZγγγγ]