The classical Boussinesq hierarchy revisited
classification
solv-int
nlin.SI
keywords
cbsqhierarchyboussinesqclassicalaknsalgebro-geometricapproachderivation
read the original abstract
We develop a systematic approach to the classical Boussinesq (cBsq) hierarchy based on an elementary polynomial recursion formalism. Moreover, the gauge equivalence between the cBsq and AKNS hierarchies is studied in detail and used to provide an effortless derivation of algebro-geometric solutions and their theta function representations of the cBsq hierarchy.
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