Nodes at W2, usable
The items of the card of the kind for W2, for example examples, non-examples and the edges to the related nodes.
- W0 stub 1925
- W1 stated 1466
- W2 usable 42
- W3 complete 0
| Name | Tag | Kind | Level | MSC |
|---|---|---|---|---|
| Zero ring trivial-ring | 008TBCYDPX | example | W2 | 16B99 |
| Exponential growth and decay | 00SVP6W3CB | example | W2 | 34A05 |
| Lotka–Volterra equations predator-prey-equations, lotka-volterra-predator-prey-model | 00Y5QZ82AA | example | W2 | 92D25, 34C25 |
| Diffie–Hellman key exchange | 01TKKESHSB | example | W2 | 94A60 |
| Geometric series | 01X5CVV1Q5 | example | W2 | 40A05 |
| Newton's law of cooling | 02HB5F40VR | example | W2 | 80A19 |
| Torus | 03NM7DZXXC | example | W2 | 57K20 |
| Complete graph | 03WKB2H474 | example | W2 | 05C99 |
| Möbius strip mobius-band | 04AJE0M271 | example | W2 | 57K20 |
| The dihedral group of order 8 | 054SBCQ93T | example | W2 | 20B25, 20D15 |
| Path graph | 075WR6W3Y3 | example | W2 | 05C38 |
| Taxicab metric manhattan-metric, l1-metric | 07CJNE6ZAQ | example | W2 | 51F99 |
| Circulant matrix | 07HFRH2AWY | example | W2 | 15B05 |
| Sequence spaces lp lp-sequence-space | 08P6T2WH6R | example | W2 | 46B45 |
| Tower of Hanoi | 0906Z03EMN | example | W2 | 00A08 |
| The symmetric group S3 | 09H9Y0Q11W | example | W2 | 20B30 |
| Rotation matrix | 0B9QNFGTHM | example | W2 | 15B10 |
| Trivial group zero-group | 0BNPC9850Y | example | W2 | 20A05 |
| Cantor set cantor-ternary-set | 0BXNDZFQME | example | W2 | 54F65 |
| Harmonic series | 0CXTMAY5PX | example | W2 | 40A05 |
| Gaussian integral euler-poisson-integral | 0DFT1GP1JP | example | W2 | 26A42, 40A10 |
| The quaternions hamilton-quaternions | 0GE4DVQKR8 | example | W2 | 16K20 |
| Function space | 0GZB2SN0PH | example | W2 | 15A03, 46E99 |
| Dirichlet integral | 0GZNSHMG4Q | example | W2 | 26A42, 40A10 |
| Binomial series | 0HB0XKDXHH | example | W2 | 30B10 |
| RSA cryptosystem rivest-shamir-adleman | 0HM584C465 | example | W2 | 94A60 |
| Usual metric on the real line absolute-difference | 0KXJTZSW9B | example | W2 | 54E35 |
| Hilbert's hotel hilbert-grand-hotel, hilberts-hotel | 0N3Y8G340X | example | W2 | 03E10 |
| 0.999... equals 1 | 0NN5JEMTVE | example | W2 | 11A63 |
| Cantor pairing function cantor-pairing | 0NP5N5PYW5 | example | W2 | 03E10 |
| Petersen graph | 0NR95CTFCZ | example | W2 | 05C99 |
| Sup norm on bounded continuous functions uniform-norm, supremum-norm | 0PARCKE8WP | example | W2 | 46E15 |
| Cycle graph | 0QQ0F12962 | example | W2 | 05C38 |
| Discrete topology discrete-space | 0S2TEHX4E1 | example | W2 | 54A05 |
| Bertrand paradox bertrands-paradox | 0T0JWJ3M47 | example | W2 | 60D05 |
| Clairaut's equation | 0T6D4PE51C | example | W2 | 34A09 |
| Complete bipartite graph | 0V0GC7BQAN | example | W2 | 05C99 |
| Sup metric on R^n chebyshev-distance, maximum-metric | 0VTAXQEWQD | example | W2 | 54E35 |
| Turán graph | 0VTCABADBE | example | W2 | 05C35 |
| Indiscrete topology trivial-topology | 0XJ02JBD6S | example | W2 | 54A05 |
| Seven Bridges of Königsberg | 0YCW781Q9D | example | W2 | 05C45 |
| Harmonic oscillator simple-harmonic-oscillator | 0YG0ZJPTWG | example | W2 | 70J30 |