ExampleSystems : Index

• bellido -- Bellido system
• bellido(Ring) -- Bellido system
• boon -- a neurophysiology problem posted by Sjirk Boon
• boon(Ring) -- a neurophysiology problem posted by Sjirk Boon
• butcher -- Butcher's problem
• butcher(Ring) -- Butcher's problem
• camera1s -- a system for camera displacement between two positions, with scaled first frame.
• camera1s(Ring) -- a system for camera displacement between two positions, with scaled first frame.
• caprasse -- the system caprasse of the PoSSo test suite
• caprasse(Ring) -- the system caprasse of the PoSSo test suite
• cassou -- the system of Pierrette Cassou-Nogu`es
• cassou(Ring) -- the system of Pierrette Cassou-Nogu`es
• chemequ -- chemical equilibrium of hydrocarbon combustion
• chemequ(Ring) -- chemical equilibrium of hydrocarbon combustion
• cohn3 -- modular equations for special algebraic number fields
• cohn3(Ring) -- modular equations for special algebraic number fields
• comb3000s -- a combustion chemistry example for a temperature of 3000 degrees
• comb3000s(Ring) -- a combustion chemistry example for a temperature of 3000 degrees
• cyclic -- an example of a square polynomial system
• cyclic(ZZ,Ring) -- an example of a square polynomial system
• dipole2 -- Dipole2 system
• dipole2(Ring) -- Dipole2 system
• eco8 -- an 8-dimensional economics problem
• eco8(Ring) -- an 8-dimensional economics problem
• ExampleSystems -- examples of polynomial systems
• geneig -- generalized eigenvalue problem
• geneig(Ring) -- generalized eigenvalue problem
• heart -- an 8-dimensional economics problem
• heart(Ring) -- an 8-dimensional economics problem
• ipp -- six-revolute-joint problem of mechanics
• ipp(Ring) -- six-revolute-joint problem of mechanics
• katsura -- an example of a 0-dimensional square polynomial system
• katsura(ZZ,Ring) -- an example of a 0-dimensional square polynomial system
• ku10 -- a 10-dimensional system of Ku
• ku10(Ring) -- a 10-dimensional system of Ku
• lorentz -- equilibrium points of a 4-dimensional Lorentz attractor
• lorentz(Ring) -- equilibrium points of a 4-dimensional Lorentz attractor
• lumped -- lumped parameter chemically reacting system
• lumped(Ring) -- lumped parameter chemically reacting system
• noon5 -- A neural network modeled by an adaptive Lotka-Volterra system with 5 variables
• noon5(Ring) -- A neural network modeled by an adaptive Lotka-Volterra system with 5 variables
• proddeco -- system with a product-decomposition structure
• proddeco(Ring) -- system with a product-decomposition structure
• puma -- hand position and orientation of PUMA robot
• puma(Ring) -- hand position and orientation of PUMA robot
• quadgrid -- interpolating quadrature formula for function defined on a grid
• quadgrid(Ring) -- interpolating quadrature formula for function defined on a grid
• rabmo -- optimal multi-dimensional quadrature formulas
• rabmo(Ring) -- optimal multi-dimensional quadrature formulas
• randomGeneralizedEigenvalueProblem -- an example of a 0-dimensional square polynomial system
• randomGeneralizedEigenvalueProblem(ZZ) -- an example of a 0-dimensional square polynomial system
• randomSystem -- an example of a 0-dimensional square polynomial system
• randomSystem(ZZ,ZZ,Ring) -- an example of a 0-dimensional square polynomial system
• rbpl24s -- parallel robot with 24 real solutions, after variable scaling
• rbpl24s(Ring) -- parallel robot with 24 real solutions, after variable scaling
• reimer5 -- 5-dimensional Reimer system
• reimer5(Ring) -- 5-dimensional Reimer system
• rose -- the system Rose, a general economic equilibrium model
• rose(Ring) -- the system Rose, a general economic equilibrium model
• sendra -- the system sendra
• sendra(Ring) -- the system sendra
• trinks -- system of Trinks from the PoSSo test suite
• trinks(Ring) -- system of Trinks from the PoSSo test suite
• virasoro -- the construction of Virasoro algebras
• virasoro(Ring) -- the construction of Virasoro algebras
• wood -- system derived from optimizing the Wood function
• wood(Ring) -- system derived from optimizing the Wood function
• wright -- system of A.H. Wright
• wright(Ring) -- system of A.H. Wright