Minimum weights of the Gray images for q = 9 and size = 9^6:


To get more detailed infos about the codes, click on the entries in the table.
For an explanation of what the different colors mean, look below.

n3645546372819099108117126135144153162171180189198207216225234243252261270279288297306315324333342351360369378387396405414423432441450459468477486495
lin. bounds26-2833-3641-4449-5257-6064-6871-7679-8486-9294-99102-108
best91827364554636372819099104108117126135144153153162171180189198207207216225234243252261261270279288297306315324324333342351360369378387392396405
GR(81,9)-2+1+1+1+19182736455454637281819099108117126126135144153162171171180189
GR(81,9)-2+2+1+191827364554636372819099104108117126135144153153162171180189198207207216225234243252261261270279288297306315324324333342351360369378387392396405

The color scheme indicates how the minimum distance of the Gray image compares to that of the best known linear codes over GF(9). It is as follows:
d There are linear codes over GF(9) with minimum distance higher than d.
d The best known linear codes over GF(9) have minimum distance d.
d It is possible that there are linear codes over GF(9) with minimum distance d or higher, but none is known yet (BTKL=better-than-known-linear).
d There are no linear codes over GF(9) with minimum distance d or higher (BTL=better-than-linear).
d There was no information about the corresponding linear codes over GF(9) in the database.

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