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Index to OEIS: Section Ps
This is the Index to OEIS: Section Ps
- This is a section of the Index to the OEIS®.
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pseudo Q-numbers: A038135
pseudo-bricks: A006291, A006293, A006293
pseudo-Galois numbers: A028666 A028668 A028670 A028671 A028672 A028674 A028676 A028677 A028678 A028680 A028682 A028683 A028684 A028686 A028690
pseudo-lines: A006247, A006248
pseudo-powers to base 3: A016057, A016058
pseudo-primes, see pseudoprimes
pseudo-random numbers: sequences related to :
- pseudo-random numbers: (1) A061364 A096550 A096551 A096552 A096553 A096554 A096555 A096556 A096557 A096558 A096559 A096560
- pseudo-random numbers: (2) A096561 A084275 A084276 A084277 A221555 A221556 A221557 A221558 A221559 A221560 A221561 A221562
pseudo-Smarandache numbers: A011772
pseudo-squares: A002189*, A045535
pseudo-wild numbers: see wild numbers
pseudoperfect numbers: A005835*, A006036, A035480
pseudoprimes , sequences related to :
- pseudoprimes (01): A001262 A001567 A005845 A005935 A005936 A005937 A005938 A005939 A006935 A006970 A007011 A007535
- pseudoprimes (02): A013998 A018187 A020136 A020137 A020138 A020139 A020140 A020141 A020142 A020143 A020144 A020145
- pseudoprimes (03): A020146 A020147 A020148 A020149 A020150 A020151 A020152 A020153 A020154 A020155 A020156 A020157
- pseudoprimes (04): A020158 A020159 A020160 A020161 A020162 A020163 A020164 A020165 A020166 A020167 A020168 A020169
- pseudoprimes (05): A020170 A020171 A020172 A020173 A020174 A020175 A020176 A020177 A020178 A020179 A020180 A020181
- pseudoprimes (06): A020182 A020183 A020184 A020185 A020186 A020187 A020188 A020189 A020190 A020191 A020192 A020193
- pseudoprimes (07): A020194 A020195 A020196 A020197 A020198 A020199 A020200 A020201 A020202 A020203 A020204 A020205
- pseudoprimes (08): A020206 A020207 A020208 A020209 A020210 A020211 A020212 A020213 A020214 A020215 A020216 A020217
- pseudoprimes (09): A020218 A020219 A020220 A020221 A020222 A020223 A020224 A020225 A020226 A020227 A020228 A020229
- pseudoprimes (10): A020230 A020231 A020232 A020233 A020234 A020235 A020236 A020237 A020238 A020239 A020240 A020241
- pseudoprimes (11): A020242 A020243 A020244 A020245 A020246 A020247 A020248 A020249 A020250 A020251 A020252 A020253
- pseudoprimes (12): A020254 A020255 A020256 A020257 A020258 A020259 A020260 A020261 A020262 A020263 A020264 A020265
- pseudoprimes (13): A020266 A020267 A020268 A020269 A020270 A020271 A020272 A020273 A020274 A020275 A020276 A020277
- pseudoprimes (14): A020278 A020279 A020280 A020281 A020282 A020283 A020284 A020285 A020286 A020287 A020288 A020289
- pseudoprimes (15): A020290 A020291 A020292 A020293 A020294 A020295 A020296 A020297 A020298 A020299 A020300 A020301
- pseudoprimes (16): A020302 A020303 A020304 A020305 A020306 A020307 A020308 A020309 A020310 A020311 A020312 A020313
- pseudoprimes (17): A020314 A020315 A020316 A020317 A020318 A020319 A020320 A020321 A020322 A020323 A020324 A020325
- pseudoprimes (18): A020326 A045535 A047713 A048950 A181780 A209211 A247074 A063994 A211455 A191311 A175101 A182816
- pseudoprimes to base 2, or Sarrus numbers: A001567*
- pseudoprimes, Carmichael numbers: A002997*
- pseudoprimes, Euler-Jacobi: A047713*
- pseudoprimes, Lucas: A005845
- pseudoprimes, Miller-Rabin primality test: A006945
- pseudoprimes, see also Carmichael numbers
- pseudoprimes, strong, to base 2: A001262*
psi function: A001615
puzzle sequences , sequences related to :
pyramidal numbers , sequences related to :
- pyramidal numbers, 3D: A080851*, A261720, F(n,2,3) A000217, F(n,3,3) A000292*, F(n,4,3) A000330, F(n,5,3) A002411, F(n,6,3) A002412, F(n,7,3) A002413, F(n,8,3) A002414, F(n,9,3) A007584, F(n,10,3) A007585, F(n,11,3) A007586, F(n,12,3) A007587, F(n,13,3) A050441, F(n,14,3) A172073, F(n,15,3) A177890, F(n,16,3) A172076, F(n,17,3) A237616, F(n,18,3) A172078, F(n,19,3) A237617, F(n,20,3) A172082, F(n,21,3) A237618, F(n,22,3) A172117, A(n,23,3) A256718, A(n,24,3) A256716, A(n,25,3) A256645
- pyramidal numbers, 3D, squares: A014797 A014798 A014799 A014800 A014801 A014803
- pyramidal numbers, 3D, by parity: A015221 A015222 A015223 A015224 A015225 A015226
- pyramidal numbers, 4D: A080852*, A261721, F(n,2,4) A000292, F(n,3,4) A000332, F(n,4,4) A002415, F(n,5,4) A001296, F(n,6,4) A002417, F(n,7,4) A002418, F(n,8,4) A002419, F(n,9,4) A051740, F(n,10,4) A051797, F(n,11,4) A051798, F(n,12,4) A051799, F(n,13,4) A055268, F(n,14,4) A220212, F(n,16,4) A264850
- pyramidal numbers, 5D: A275490*, F(n,2,5) A000332, F(n,3,5) A000389, F(n,4,5) A005585, F(n,5,5) A051836, F(n,6,5) A034263, F(n,7,5) A027800, F(n,8,5) A051843, F(n,9,5) A051877, F(n,10,5) A051878
- pyramidal numbers, misc: A005918 A039596
Pythagoras' theorem:: A001652, A004253, A004254, A001653
Pythagorean quadruples: sequences related to :
Pythagorean triples: sequences related to :
- Pythagorean triples: A006593 A009096 A010814 A098714 A099829 A099830 A099831 A099832 A099833
- Pythagorean triples, UAD tree: A321768, A321769, A321770, A321782, A321783, A321784, A321785, A322170, A322181
Python examples, sequences related to :
- This is a section of the Index to the OEIS®.
- For further information see the main Index to OEIS page.
- Please read Index: Instructions For Updating Index to OEIS before making changes to this page.
- If you did not find what you were looking for in this Index, you can always search the database for a particular word or phrase.
- Full list of sections:
[ Aa | Ab | Al | Am | Ap | Ar | Ba | Be | Bi | Bl | Bo | Br | Ca | Ce | Ch | Cl | Coa | Coi | Com | Con | Cor | Cu | Cy | Da | De | Di | Do | Ea | Ed | El | Eu | Fa | Fe | Fi | Fo | Fu | Ga | Ge | Go | Gra | Gre | Ha | He | Ho | Ia | In | J | K | La | Lc | Li | Lo | Lu | M | Mag | Map | Mat | Me | Mo | Mu | N | Na | Ne | Ni | No | Nu | O | Pac | Par | Pas | Pea | Per | Ph | Poi | Pol | Pos | Pow | Pra | Pri | Pro | Ps | Qua | Que | Ra | Rea | Rel | Res | Ro | Ru | Sa | Se | Si | Sk | So | Sp | Sq | St | Su | Sw | Ta | Te | Th | To | Tra | Tri | Tu | U | V | Wa | We | Wi | X | Y | Z | 1 | 2 | 3 | 4 ]
