Pages that link to "Item:Q1063120"
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The following pages link to Algebraic decompositions of commutative association schemes (Q1063120):
Displaying 24 items.
- On association schemes of finite exponent (Q499495) (← links)
- Some structure theory of table algebras and applications to association schemes (Q630843) (← links)
- Coherent algebras and the graph isomorphism problem (Q916672) (← links)
- On table algebras and applications to finite group theory (Q1174735) (← links)
- Splitting fields of association schemes (Q1176385) (← links)
- Subschemes of some association schemes (Q1178885) (← links)
- Association schemes of small order (Q1299091) (← links)
- Association schemes, superschemes, and relations invariant under permutation groups (Q1329079) (← links)
- Basic structure theory of association schemes (Q1384612) (← links)
- Suprema and infima of association schemes (Q1598810) (← links)
- Double centralizers of association schemes (Q1715832) (← links)
- Semidirect products of association schemes (Q1772215) (← links)
- Association schemes and permutation groups (Q1810629) (← links)
- Current research on algebraic combinatorics. Supplements to our book, Algebraic combinatorics I (Q1825881) (← links)
- Commutative association schemes whose symmetrizations have two classes (Q1906252) (← links)
- An algebraic approach to association schemes (Q1922107) (← links)
- On association schemes with multiplicities 1 or 2 (Q2042926) (← links)
- Commutative association schemes obtained from twin prime powers, Fermat primes, Mersenne primes (Q2302585) (← links)
- A new semidirect product for association schemes (Q2428028) (← links)
- Tensor products of coherent configurations (Q2689739) (← links)
- On symmetric association schemes and associated quotient-polynomial graphs (Q2700314) (← links)
- Direct products of association schemes and tensor products of table algebras (Q2854035) (← links)
- PROPERTIES OF COMMUTATIVE ASSOCIATION SCHEMES DERIVED BY FGLM TECHNIQUES (Q3043641) (← links)
- Association schemes all of whose symmetric fusion schemes are integral (Q4604520) (← links)
