Usage of Method: Lower Bound on the Number of Runs for OAs with Strength k = 2 and Arbitrarily Large Number of Factors s

Appears in the following modes: “Bound” (32 times).

IncarnationMode 
1No OA(2n+2sS2, 2) with finite t and arbitrarily large sBound [i]
2No OA(3n+2sS3, 2) with finite t and arbitrarily large sBound [i]
3No OA(4n+2sS4, 2) with finite t and arbitrarily large sBound [i]
4No OA(5n+2sS5, 2) with finite t and arbitrarily large sBound [i]
5No OA(7n+2sS7, 2) with finite t and arbitrarily large sBound [i]
6No OA(8n+2sS8, 2) with finite t and arbitrarily large sBound [i]
7No OA(9n+2sS9, 2) with finite t and arbitrarily large sBound [i]
8No OA(16n+2sS16, 2) with finite t and arbitrarily large sBound [i]
9No OA(25n+2sS25, 2) with finite t and arbitrarily large sBound [i]
10No OA(27n+2sS27, 2) with finite t and arbitrarily large sBound [i]
11No OA(32n+2sS32, 2) with finite t and arbitrarily large sBound [i]
12No OA(49n+2sS49, 2) with finite t and arbitrarily large sBound [i]
13No OA(64n+2sS64, 2) with finite t and arbitrarily large sBound [i]
14No OA(81n+2sS81, 2) with finite t and arbitrarily large sBound [i]
15No OA(128n+2sS128, 2) with finite t and arbitrarily large sBound [i]
16No OA(256n+2sS256, 2) with finite t and arbitrarily large sBound [i]
17No OA(2mm+nS2, 2) with finite m and arbitrarily large nBound [i]
18No OA(3mm+nS3, 2) with finite m and arbitrarily large nBound [i]
19No OA(4mm+nS4, 2) with finite m and arbitrarily large nBound [i]
20No OA(5mm+nS5, 2) with finite m and arbitrarily large nBound [i]
21No OA(7mm+nS7, 2) with finite m and arbitrarily large nBound [i]
22No OA(8mm+nS8, 2) with finite m and arbitrarily large nBound [i]
23No OA(9mm+nS9, 2) with finite m and arbitrarily large nBound [i]
24No OA(16mm+nS16, 2) with finite m and arbitrarily large nBound [i]
25No OA(25mm+nS25, 2) with finite m and arbitrarily large nBound [i]
26No OA(27mm+nS27, 2) with finite m and arbitrarily large nBound [i]
27No OA(32mm+nS32, 2) with finite m and arbitrarily large nBound [i]
28No OA(49mm+nS49, 2) with finite m and arbitrarily large nBound [i]
29No OA(64mm+nS64, 2) with finite m and arbitrarily large nBound [i]
30No OA(81mm+nS81, 2) with finite m and arbitrarily large nBound [i]
31No OA(128mm+nS128, 2) with finite m and arbitrarily large nBound [i]
32No OA(256mm+nS256, 2) with finite m and arbitrarily large nBound [i]