February Todo List: Difference between revisions
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==Bugs== |
==Bugs== |
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===Knot Theory=== |
===Knot Theory=== |
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*KnotTheory` can't cope with Dowker codes for links. |
*KnotTheory` can't cope with Dowker codes for links. |
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*Credit messages are being truncated. |
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*KnotTheory` leaks variables: n, t, opts and something else. To observe this, load KnotTheory` then K2K. |
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===Compatibility=== |
===Compatibility=== |
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==Things to make available in KnotTheory== |
==Things to make available in KnotTheory== |
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*'drawing' diagrams by mouse |
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*a Conway notation header; presumably something that looks like ConwayNotation["5,3,"] or ConwayNotation["[532]"] (to agree with Livingston's format) |
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*are the polynomial functions faster? if so, incorporate! |
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==Issues== |
==Issues== |
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===Knot Theory=== |
===Knot Theory=== |
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*KnotilusURL[Knot[0,1]] is broken. |
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*Scott needs to incorporate KnotTheoryExtra` |
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===K2K=== |
===K2K=== |
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*Radmila would like to adapt the 'type casting' model to K2K. |
*Radmila would like to adapt the 'type casting' model to K2K. |
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*directory independence; copy what KnotTheory does. |
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==Wishlist== |
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*Scott would like to extend the knot tables in KnotTheory to 16 crossings. |
Latest revision as of 20:54, 14 February 2006
Bugs
Knot Theory
- KnotTheory` can't cope with Dowker codes for links.
- Credit messages are being truncated.
Compatibility
- Gauss codes don't seem to mutually understood. For example, LinKnot produces the Gauss code ${1, 2, 3, 4, 5, 6, 7, 8, 9, 3, 2, 1, 4, 5, 6, 7, 8, 9}$ from the Conway notation "3 6", but KnotTheory chokes (for example when calculating the Jones polynomial) on this.
Things to make available in KnotTheory
- 'drawing' diagrams by mouse
- a Conway notation header; presumably something that looks like ConwayNotation["5,3,"] or ConwayNotation["[532]"] (to agree with Livingston's format)
- are the polynomial functions faster? if so, incorporate!
Issues
Knot Theory
- KnotilusURL[Knot[0,1]] is broken.
K2K
- Radmila would like to adapt the 'type casting' model to K2K.
- directory independence; copy what KnotTheory does.