> | ## D.15 Experimental libraries This sections collect libraries in the beta test phase. Everything in these libraries may change. For the minimal requirements and guidelines see Libraries. Comments should be send to the author of the library directly.
> D.15.1 algemodstd_lib |  | Groebner bases of ideals in rings over algebraic number fields
> D.15.2 arr_lib |  | algorithms for arrangements of hyperplanes
> D.15.3 brillnoether_lib |  | Riemann-Roch spaces of divisors on curves
> D.15.4 classifyceq_lib |  | simple hypersurface singularities in charateristic p > 0
> D.15.5 classifyci_lib |  | isolated complete intersection singularities in char 0
> D.15.6 divisors_lib |  | Divisors and P-Divisors
> D.15.7 ellipticcovers_lib |  | Gromov Witten numbers of elliptic curves
> D.15.8 finitediff_lib |  | finite difference schemes for linear differential equations
> D.15.9 gitfan_lib |  | Compute GIT-fans
> D.15.10 gradedModules_lib |  | Operations with graded modules/matrices/resolutions
> D.15.11 hess_lib |  | Riemann-Roch space of divisors on function fields and curves
> D.15.12 orbitparam_lib |  | Parametrizing unipotent orbits
> D.15.13 modular_lib |  | abstraction layer for modular techniques
> D.15.14 multigrading_lib |  | Multigradings and related computations
> D.15.15 numerAlg_lib |  | Numerical Algebraic Algorithms
> D.15.16 numerDecom_lib |  | Bertini interface
> D.15.17 parallel_lib |  | Tools for parallelization
> D.15.18 realclassify_lib |  | Classification of real singularities
> D.15.19 resources_lib |  | Tools to manage the computational resources
> D.15.20 tasks_lib |  | A parallel framework based on tasks
> D.15.21 derham_lib |  | Computation of deRham cohomology (Singular 4)
> D.15.22 schreyer_lib |  | Helpers for Schreyer resolution

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