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sicmutils.calculus.derivative
This namespace implements a number of differential operators like D, and
the machinery to apply D to various structures.
This namespace implements a number of differential operators like [[D]], and the machinery to apply [[D]] to various structures.
sicmutils.calculus.form-field
- components->oneform-field
- coordinate-basis-oneform-field
- coordinate-basis-oneform-field-procedure
- coordinate-basis-oneform-fields
- coordinate-name->ff-name
- d
- exterior-derivative-procedure
- form-field?
- function->oneform-field
- get-rank
- literal-oneform-field
- oneform-field->components
- oneform-field-procedure
- oneform-field?
- permutation-sequence
- procedure->nform-field
- procedure->oneform-field
- wedge
sicmutils.calculus.manifold
- alternate-angles
- attach-coordinate-system
- attach-patch
- chart
- coordinate-system-at
- diffop-name
- Euler-angles
- get-coordinates
- ICoordinateSystem
- literal-manifold-function
- make-manifold
- make-manifold-family
- make-patch
- point
- point->manifold
- R1
- R1-rect
- R2
- R2-polar
- R2-rect
- R3
- R3-cyl
- R3-rect
- Rn
- S2
- S2-Riemann
- S2-spherical
- S2-stereographic
- S2-type
- Sn
- SO3
- SO3-type
sicmutils.calculus.vector-field
A vector field is an operator that takes a smooth real-valued function of a manifold and produces a new function on the manifold which computes the directional derivative of the given function at each point of the manifold.
A vector field is an operator that takes a smooth real-valued function of a manifold and produces a new function on the manifold which computes the directional derivative of the given function at each point of the manifold.
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