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@ -273,7 +273,7 @@ Which then becomes this:
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5 1 >> u sqr u
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The interpreter could notice that `5 1 >>` and `u sqr` can proceed in parallel without interfering with each other. The `dipdip` combinator could be written to somehow hint to the interpreter that it should check for this posibility.
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The interpreter could notice that `5 1 >>` and `u sqr` can proceed in parallel without interfering with each other. The `dipdip` combinator could be written to somehow hint to the interpreter that it should check for this possibility.
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## JIT
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@ -1,8 +1,8 @@
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Great talk from Jon Purdy in 2017, he wrote Kitten.
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Concatenative Programming: From Ivory to Metal
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https://www.youtube.com/watch?v=_IgqJr8jG8M
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Concatenative Programming: From Ivory to Metal
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Great talk from Jon Purdy in 2017, he wrote Kitten.
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"Complete and Easy Bidirectional Typechecking
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for Higher-Rank Polymorphism"
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@ -4,8 +4,8 @@
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Basis Function
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Take two numbers `a` and `b` from the stack and raise `a` to the `n`th
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power. (`b` is on the top of the stack.)
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Take two numbers `a` and `n` from the stack and raise `a` to the `n`th
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power. (`n` is on the top of the stack.)
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a n pow
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-------------
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@ -300,7 +300,7 @@ ht_insert(char *symbol)
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while (candidate) {
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// Compare pointers then hashes (since we already have
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// one hash I'm guessing that that's cheaper or at least
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// no more expensive than string comparision.)
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// no more expensive than string comparison.)
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if (candidate == symbol || hash == hash_key(candidate))
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break;
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index = (index + increment) % CAPACITY;
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@ -356,6 +356,7 @@ push_symbol(char *symbol, u32 stack)
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{
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return cons(JOY_VALUE(joySymbol, ht_insert(symbol)), stack);
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}
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u32
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push_int(u32 n, u32 stack)
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{
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