RISCErgoSum is a collection of packages created at the Research Institute for Symbolic Computation (RISC), Linz, Austria. The included packages are: **Asymptotics** for computing asymptotic series expansions of univariate holonomic sequences; **Dependencies** for computing algebraic relations of C-finite sequences and multi-sequences; **Engel** is an implementation of q-Engel Expansion; **fastZeil**, the Paule/Schorn Implementation of Gosper’s and Zeilberger’s Algorithms; **GeneratingFunctions** for manipulations of univariate holonomic functions and sequences; **GenOmega**, Guo-Niu Han’s general Algorithm for MacMahon’s Partition Analysis; **Guess** for guessing multivariate recurrence equations; **HolonomicFunctions** for dealing with multivariate holonomic functions, including closure properties, summation, and integration; **MultiSum** for proving hypergeometric multi-sum identities; **Omega** for Partition Analysis; **OreSys** contains implementations of several algorithms for uncoupling systems of linear Ore operator equations; **pqTelescope** is an implementation of a generalization of Gosper’s algorithm to bibasic hypergeometric summation; **qGeneratingFunctions** for manipulations of univariate q-holonomic functions and sequences; **qMultiSum** for proving q-hypergeometric multi-sum identities; **qZeil** is an implementation of q-analogues of Gosper’s and Zeilberger’s algorithm; **Stirling** for computing recurrence equations of sums involving Stirling numbers or Eulerian numbers; **SumCracker** contains implementations of several algorithms for identities and inequalities of special sequences, including summation problems.

Submitted January 6, 2018 symbolic published

RISCErgoSum is a collection of packages created at the Research Institute for Symbolic Computation (RISC), Linz, Austria. The included packages are: **Asymptotics** for computing asymptotic series expansions of univariate holonomic sequences; **Dependencies** for computing algebraic relations of C-finite sequences and multi-sequences; **Engel** is an implementation of q-Engel Expansion; **fastZeil**, the Paule/Schorn Implementation of Gosper’s and Zeilberger’s Algorithms; **GeneratingFunctions** for manipulations of univariate holonomic functions and sequences; **GenOmega**, Guo-Niu Han’s general Algorithm for MacMahon’s Partition Analysis; **Guess** for guessing multivariate recurrence equations; **HolonomicFunctions** for dealing with multivariate holonomic functions, including closure properties, summation, and integration; **MultiSum** for proving hypergeometric multi-sum identities; **Omega** for Partition Analysis; **OreSys** contains implementations of several algorithms for uncoupling systems of linear Ore operator equations; **pqTelescope** is an implementation of a generalization of Gosper’s algorithm to bibasic hypergeometric summation; **qGeneratingFunctions** for manipulations of univariate q-holonomic functions and sequences; **qMultiSum** for proving q-hypergeometric multi-sum identities; **qZeil** is an implementation of q-analogues of Gosper’s and Zeilberger’s algorithm; **Stirling** for computing recurrence equations of sums involving Stirling numbers or Eulerian numbers; **SumCracker** contains implementations of several algorithms for identities and inequalities of special sequences, including summation problems.

Submitted September 25, 2015 symbolic superseded