The Jupyter Notebook format (formerly IPython Notebook) is a file format used by the Jupyter web-based interactive computational environment (jupyter.org). It is based on the JSON format.

It encodes the features of a Jupyter notebook, including an ordered list of input/output cells which can contain code, text), mathematics, plots, and other media.

The Maple Kernel for Jupyter enables Maple to be used as the computational engine within a Jupyter session. Saved notebooks from such sessions will be in the Jupyter Notebook format.

The Jupyter[CreateNotebook] command can be used to create a Jupyter notebook from a Maple expression, worksheet, or help page.

The Worksheet[WorksheetToJupyter] command can be used to export a Maple worksheet or parsed worksheet object to a Jupyter notebook.

The Export command can be used to export Maple expressions or parsed worksheet objects to a Jupyter notebook.

$\mathrm{Export}\left(''expression.ipynb''\,A\sin \left(\mathrm{\lambda }t+\mathrm{\phi }\right)\,\mathrm{base}=\mathrm{homedir}\right)$

$400$

$\mathrm{with}\left(\mathrm{VectorCalculus}\right)$

$\left[\mathrm{\&x}\&comma;\mathrm{`*`}\&comma;\mathrm{`+`}\&comma;\mathrm{`-`}\&comma;\mathrm{`.`}\&comma;\mathrm{<,>}\&comma;\mathrm{<|>}\&comma;\mathrm{About}\&comma;\mathrm{AddCoordinates}\&comma;\mathrm{ArcLength}\&comma;\mathrm{BasisFormat}\&comma;\mathrm{Binormal}\&comma;\mathrm{ConvertVector}\&comma;\mathrm{CrossProduct}\&comma;\mathrm{Curl}\&comma;\mathrm{Curvature}\&comma;\mathrm{D}\&comma;\mathrm{Del}\&comma;\mathrm{DirectionalDiff}\&comma;\mathrm{Divergence}\&comma;\mathrm{DotProduct}\&comma;\mathrm{Flux}\&comma;\mathrm{GetCoordinateParameters}\&comma;\mathrm{GetCoordinates}\&comma;\mathrm{GetNames}\&comma;\mathrm{GetPVDescription}\&comma;\mathrm{GetRootPoint}\&comma;\mathrm{GetSpace}\&comma;\mathrm{Gradient}\&comma;\mathrm{Hessian}\&comma;\mathrm{IsPositionVector}\&comma;\mathrm{IsRootedVector}\&comma;\mathrm{IsVectorField}\&comma;\mathrm{Jacobian}\&comma;\mathrm{Laplacian}\&comma;\mathrm{LineInt}\&comma;\mathrm{MapToBasis}\&comma;\nabla \&comma;\mathrm{Norm}\&comma;\mathrm{Normalize}\&comma;\mathrm{PathInt}\&comma;\mathrm{PlotPositionVector}\&comma;\mathrm{PlotVector}\&comma;\mathrm{PositionVector}\&comma;\mathrm{PrincipalNormal}\&comma;\mathrm{RadiusOfCurvature}\&comma;\mathrm{RootedVector}\&comma;\mathrm{ScalarPotential}\&comma;\mathrm{SetCoordinateParameters}\&comma;\mathrm{SetCoordinates}\&comma;\mathrm{SpaceCurve}\&comma;\mathrm{SurfaceInt}\&comma;\mathrm{TNBFrame}\&comma;\mathrm{TangentLine}\&comma;\mathrm{TangentPlane}\&comma;\mathrm{TangentVector}\&comma;\mathrm{Torsion}\&comma;\mathrm{Vector}\&comma;\mathrm{VectorField}\&comma;\mathrm{VectorPotential}\&comma;\mathrm{VectorSpace}\&comma;\mathrm{Wronskian}\&comma;\mathrm{diff}\&comma;\mathrm{eval}\&comma;\mathrm{evalVF}\&comma;\mathrm{int}\&comma;\mathrm{limit}\&comma;\mathrm{series}\right]$

$\mathrm{Export}\left(''vc.ipynb''\&comma;'\mathrm{Laplacian}\left(\mathrm{VectorField}\left(⟨r^3\&comma;\frac{z}{\mathrm{\theta }}\&comma;\mathrm{sqrt}\left(r\right)⟩\right)\right)'\&comma;\mathrm{base}=\mathrm{homedir}\right)$

$4193$

$\mathrm{besselPath}≔\mathrm{FileTools}:-\mathrm{JoinPath}\left(\left[''example''\&comma;''BesselsEquation.mw''\right]\&comma;\mathrm{base}=\mathrm{datadir}\right)$

$\mathrm{besselPath}≔''/maple/cbat/active/268316/data/example/BesselsEquation.mw''$

$\mathrm{currentdir}\left(\mathrm{homedir}\right)\&colon;$

$\mathrm{Jupyter}:-\mathrm{CreateNotebook}\left(''bessel1.ipynb''\&comma;\mathrm{besselPath}\&comma;\mathrm{source}=\mathrm{worksheet}\right)$

$1094$

$1094$

$\mathrm{Worksheet}:-\mathrm{WorksheetToJupyter}\left(\mathrm{besselPath}\&comma;\mathrm{outputfile}=''bessel2.ipynb''\right)$

$1094$

$\mathrm{besselWS}≔\mathrm{Import}\left(\mathrm{besselPath}\right)$