Pages that link to "Item:Q1653317"
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The following pages link to An algorithm to prove algebraic relations involving eta quotients (Q1653317):
Displaying 6 items.
- A family of congruences for Rogers-Ramanujan subpartitions (Q1627926) (← links)
- Construction of all polynomial relations among Dedekind eta functions of level \(N\) (Q2000261) (← links)
- Computing an order-complete basis for \(M^{\infty}(N)\) and applications (Q2097083) (← links)
- A proof of the Weierstraß gap theorem not using the Riemann-Roch formula (Q2299127) (← links)
- MacMahon's partition analysis. XIV: Partitions with \(n\) copies of \(n\) (Q6187336) (← links)
- MacMahon's partition analysis. XV: Parity (Q6615400) (← links)