Wolfram/QuantumFramework
Perform analytic and numeric quantum computations
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85 items
GSLLink is a package that provides a link to the GNU Scientific Library (GSL) from the Wolfram Language
Represent the Riemann curvature tensor (field) for a Riemannian or pseudo-Riemannian manifold
Convert an expression involving ArrayDot, Dot, Transpose, Tr and MatrixPower into an equivalent expression using TensorContract
Represent the Einstein curvature tensor (field) for a Riemannian or pseudo-Riemannian manifold
Represent the Ricci curvature tensor (field) for a Riemannian or pseudo-Riemannian manifold
Represent a metric tensor (field) for a Riemannian or pseudo-Riemannian manifold
Compute the gyration tensor and derived metrics quantifying the shape of particle distributions
Get a pure function whose argument is a vector or a matrix for a given tensor
Represent a stress-energy tensor (field) over a Riemannian or pseudo-Riemannian manifold
Transform components of tensors with arbitrary rank with regard to their transformation behavior under any given mapping
Represent the extrinsic curvature tensor field for a Riemannian submanifold
Given a metric, convert between covariant and contravariant components of a tensor
A quantum cellular automaton model that evolves the tensor product of a collection of initial qubits using arbitrary compositions of unitary operators for a finite number of steps
Compute projections of the Wolfram–Ricci curvature tensor of a graph and many associated properties
Visualize quantum circuits with custom labels and layout
Plot and find the area of a region determined by a list of points, the x axis and the type of boundary
Determine whether a given stress-energy tensor (field) is a solution to the Einstein field equations
Compute the generalized outer product of lists and get an association keyed by arguments
Compute and plot the approximation to the integral of a function on an interval
Represent a canonical decomposition of the metric for a Riemannian or pseudo-Riemannian manifold via the ADM formalism
Compute the values of the function from which the de Bruijn–Newman constant is defined
Determine whether a given Riemannian or pseudo-Riemannian manifold is a solution to the vacuum Einstein field equations
Make an abstract model of a category equipped with a strictly associative and unital tensor product structure
Represent the Christoffel symbols for (the Levi-Civita connection over) a Riemannian or pseudo-Riemannian manifold
Decompose a Riemannian or pseudo-Riemannian manifold into a union of discrete hypersurfaces
Determine whether a given ADM decomposition is a solution to the vacuum ADM equations
Compute and plot an approximation to the integral of a function of two variables over a rectangle
Represent matrix elements via density state multipoles (statistical tensors)
Represent state multipoles (statistical tensors) via density matrix elements
Compute the parametrization of a curve projected onto the unit sphere
Compute elastic properties of a material with a specified elastic tensor (stiffness matrix)
Generate the tensor associated with the nth derivative of a vector field at a point
Calculate characteristic properties for a generalized mapping between two coordinate systems
Compute the hyperdeterminant for a given hypermatrix (a multidimensional array of complex numbers)
Represent the abstract pullback of a collection of morphisms with common codomain in an abstract category
Make an abstract model of a functor (i.e. a homomorphism between abstract categories)
Represent the abstract product of an arbitrary collection of objects in an abstract category
Represent the abstract coproduct of an arbitrary collection of objects in an abstract category
Represent the abstract pushout of a collection of morphisms with common domain in an abstract category
Optimize a variational quantum circuit using quantum natural gradient descent through block diagonalization
Optimize a variational quantum circuit using quantum natural gradient descent through VQE
Compare quantum natural gradient descent and regular gradient descent