my forest

isa: todo list added

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trees/index.tree
··· 8 8 \put\transclude/heading{true} 9 9 \transclude{loc-000E} 10 10 \subtree{\title{Lecture notes} 11 - \p{[[dt-001Y]]} 11 + \ul{\li{[[dt-001Y]]} \li{[[isa-0001]]}} 12 12 } 13 13 \transclude{news} 14 14 }
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trees/isa/isa-0001.tree
··· 1 - \title{Introduction to Interactive Theorem Proving (Draft)} 1 + \title{Interactive theorem proving (draft)} 2 2 \author{liamoc} 3 3 \taxon{Lecture Notes} 4 4 \p{These notes are the basis of my short course at the [ANU Logic Summer School]() 2025. \strong{THEY ARE NOT YET COMPLETE.}}
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trees/isa/isa-001B.tree
··· 32 32 \transclude{isa-001J} 33 33 \transclude{isa-001L} 34 34 \transclude{isa-001M} 35 + \ul{ 36 + \li{natural numbers} 37 + \li{Fun command} 38 + \li{rpt} 39 + \li{induct method (structural)} 40 + \li{rpt twice theorem} 41 + \li{twos type} 42 + \li{prepend} 43 + \li{prepend prepend theorem} 44 + \li{semicolon operator} 45 + \li{append} 46 + \li{append prepend theorem} 47 + \li{append assoc} 48 + \li{lists (replicate function)} 49 + \li{decompress} 50 + \li{compress} 51 + \li{decompress compress thm} 52 + \li{compress app} 53 + \li{compress replicate} 54 + \li{inductive predicates} 55 + \li{rule induction} 56 + \li{wellformedness} 57 + \li{compress decompress thm} 58 + \li{arbitrary} 59 + \li{chaining} 60 + \li{repeating} 61 + \li{subsequence example} 62 + \li{subsequence theorems} 63 + \li{safe vs unsafe rules} 64 + \li{intro, elim, clarify, blast, (fast,slow,best)}} 65 + \li{automation: clarsimp, auto, fastforce (slowsimp, bestsimp), force} 66 + \li{sledgehammer, try, find_theorems} 67 + \li{clarify, clarsimp} 68 + \li{structured proofs} 69 + \li{calculational proofs} 70 + \li{examples examples examples} 71 + }