CD Skripsi
TEORI SUPERKARAKTER PADA GRUP BERHINGGA ORDE 32
This final project discusses finite groups having the same supercharacter theory
so that they have a quasi-identical character table. Then, the finite groups
that do not have the same supercharacter theory do not have a quasi-identical
character table. In determining the character table of finite groups of order 32,
the assistance of software such as the GAP application is required. Then, each
character table is checked to see whether it meets the supercharacter theory
mapping. If a finite group satisfies the mapping of supercharacter theory, then
a pair of finite groups is said to have a quasi identical character table. If a pair
of groups does not satisfy the mapping of supercharacter theory, then a pair
finite groups is said to not have a quasi-identical character table.
Keywords: Finite group, character table, supercharacter
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