Pages that link to "Item:Q1335064"

The following pages link to The universal form of the branching rule for the symplectic groups (Q1335064):

Displaying 11 items.

• A basis for the symplectic group branching algebra (Q665841) (← links)
• \(\text{SL}_2\), the cubic and the quartic (Q1265651) (← links)
• Geometric interpretations of two branching theorems of D.E. Littlewood. (Q1421794) (← links)
• Nilpotent orbits and some small unitary representations of indefinite orthogonal groups. (Q1431780) (← links)
• An approach to the branching rule from \(\mathfrak{sl}_{2n}(\mathbb C)\) to \(\mathfrak{sp}_{2n}(\mathbb C)\) via Littelmann's path model (Q1771340) (← links)
• A branching law for the symplectic groups (Q2522114) (← links)
• Universal equivalence of symplectic groups (Q2689014) (← links)
• Branching theorems for compact symmetric spaces (Q2761186) (← links)
• Some remarks on filtrations and plethysms. II (Q4324209) (← links)
• Branching Rules for Modular Fundamental Representations of Symplectic Groups (Q4520352) (← links)
• On induced modules and tableaux for the special orthogonal groups (Q4853912) (← links)