| Alt | Alternating multilinear forms |
| as.1form | Coerce vectors to 1-forms |
| coeffs | Extract and manipulate coefficients |
| consolidate | Various low-level helper functions |
| contract | Contractions of k-forms |
| dovs | Dimension of the underlying vector space |
| dx | Elementary forms in three-dimensional space |
| ex | Basis vectors in three-dimensional space |
| hodge | Hodge star operator |
| inner | Inner product operator |
| issmall | Is a form zero to within numerical precision? |
| keep | Keep or drop variables |
| kform | k-forms |
| kinner | Inner product of two kforms |
| ktensor | k-tensors |
| Ops | Arithmetic Ops Group Methods for 'kform' and 'ktensor'... |
| phi | Elementary tensors |
| Print methods for k-tensors and k-forms | |
| rform | Random kforms and ktensors |
| scalar | Scalars and losing attributes |
| stokes-package | The Exterior Calculus |
| summary | Summaries of tensors and alternating forms |
| symbolic | Symbolic form |
| tensorprod | Tensor products of k-tensors |
| transform | Linear transforms of k-forms |
| vector_cross_product | The Vector cross product |
| volume | The volume element |
| wedge | Wedge products |
| zap | Zap small values in k-forms and k-tensors |
| zero | Zero tensors and zero forms |
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