feat: work on fibonacci function, add = comparator.
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@ -76,7 +76,11 @@ mumble> sq 44
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mumble> def {sqsum} (@ {x y} {(+ (sq x) (sq y))})
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mumble> sqsum 2 3
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mumble> def {init} (@ {xs} { list((head xs)) } )
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mumble> def {unwrap} (@ {x} { head (list xx) } )
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mumble> init {1 2}
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mumble> ifelse 1 2 3
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mumble> ifelse 0 1 2
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mumble> ifelse {1 2 3} (1) (1)
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```
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## To do
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@ -84,6 +88,7 @@ mumble> init {1 2}
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- [x] Define functions
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- [ ] Define if, = and >
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- [ ] Build fibonacci function
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- Should look something like: def {fib} (@ {x} { ifelse x (+ x (fib (- x 1))) 0 } )
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## Gotchas
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27
src/mumble.c
27
src/mumble.c
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@ -846,15 +846,35 @@ lispval* builtin_ifelse(lispval* v, lispenv* e)
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lispval* alternative = v->cell[2];
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if( choice->type == LISPVAL_NUM && choice->num == 0){
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lispval* answer = clone_lispval(result);
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lispval* answer = clone_lispval(alternative);
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return answer;
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}else {
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lispval* answer = clone_lispval(alternative);
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lispval* answer = clone_lispval(result);
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return answer;
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}
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}
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// Comparators: =, >
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// Comparators: =, > (also potentially <, >=, <=, <=)
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// For numbers.
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lispval* builtin_equal(lispval* v, lispenv* e)
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{
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// ifelse 1 {a} b
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LISPVAL_ASSERT(v->count == 2, "Error: function = takes two numeric arguments. Try (= 1 2)");
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lispval* a = v->cell[0];
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lispval* b = v->cell[1];
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LISPVAL_ASSERT(a->type == LISPVAL_NUM, "Error: Functio = only takes numeric arguments.");
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LISPVAL_ASSERT(b->type == LISPVAL_NUM, "Error: Functio = only takes numeric arguments.");
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if(a->num == b->num){
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return lispval_num(1);
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}else {
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return lispval_num(0);
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}
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}
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// Simple math ops
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lispval* builtin_math_ops(char* op, lispval* v, lispenv* e)
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@ -956,6 +976,7 @@ void lispenv_add_builtins(lispenv* env)
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lispenv_add_builtin("def", builtin_def, env);
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lispenv_add_builtin("@", builtin_define_lambda, env);
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lispenv_add_builtin("ifelse", builtin_ifelse, env);
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lispenv_add_builtin("=", builtin_equal, env);
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}
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// Evaluate the lispval
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