On Waring's problem for cubes.
On Waring's problem for fourth and higher powers
On Waring's problem for squares
On Waring's problem for two cubes and two small cubes
On Waring's problem for two squares and three cubes.
On Waring's problem in algebraic number fields
On Waring's problem in finite fields
On Waring's Problem in GF[p]
On Waring's Problem in p-adic fields
On Waring's problem: two cubes and two minicubes
On Waring's problem with polynomial summands
On Waring's problem with polynomial summands II
On Waring's problem with polynomial summands II: Addendum
On Waring's problem with quartic polynomial summands
On weighted densities
The continuity of densities given by the weight functions , , with respect to the parameter is investigated.
On Weyl's inequality and Waring's problem for cubes
Original title unknown
Overpartition pairs
An overpartition pair is a combinatorial object associated with the -Gauss identity and the summation. In this paper, we prove identities for certain restricted overpartition pairs using Andrews’ theory of recurrences for well-poised basic hypergeometric series and the theory of Bailey chains.
Pairs of additive equations IV. Sextic equations
Pairs of additive equations of small degree