(define-library (csc ir2) (export atom-continuation atom-expression atom? branch-atom branch-false branch-true branch? call-closure-args call-closure-closure call-closure? ir2=? kargs-expression kargs-refs kargs? klabel-expression klabel? ktail? make-atom make-branch make-call-closure make-kargs make-klabel make-ktail make-update update-atom update-continuation update-ref ; Re-exports from IR1. constant-expression constant? lexical-ref-gensym lexical-ref-name lexical-ref? library-ref-library library-ref-name library-ref? make-constant make-lexical-ref lexical-set-expression lexical-set-ref lexical-set? make-lexical-set make-library-ref) (import (scheme base) (only (csc ir1) constant? ir1=? lexical-ref-gensym lexical-ref-name lexical-ref? lexical-set-expression lexical-set-ref lexical-set? library-ref-library library-ref-name library-ref? make-constant make-lexical-ref make-lexical-set make-library-ref) (only (csc loop) loop return)) (begin ; This library defines the intermediate representation IR2. ; It's CPS time bitch. ; CPS atom: ; An atom is a value that can be computed immediately without ; any subexpressions. ; Atoms consist of ; - constant, ; - lexical-ref, ; - or library-ref ; CPS expressions: ; CPS expressions are similar to IR1 expressions, ; but constrained not to have any subexpressions except atoms. ; And they take a continuation. ; CPS continuations ; There are a few continuations. ; Continuations are identified by an integer ID into the ; continuation map. ; Guile calls this map the "continuation soup". ; CPS expressions. ; An atom consists of an atom and a continuation. (define-record-type (make-atom expression continuation) atom? (expression atom-expression) (continuation atom-continuation)) ; Modifies a library or lexically bound variable to the given atom. (define-record-type (make-update ref atom continuation) update? (ref update-ref) (atom update-atom) (continuation update-continuation)) ; Evaluates the given atom. ; If it is true, continue with continuation true. ; If false, continue with continuation false. (define-record-type (make-branch atom true false) branch? (atom branch-atom) (true branch-true) (false branch-false)) ; Calls the given closure. Closure is an atom, and args is a list of atoms. (define-record-type (make-call-closure closure args continuation) call-closure? (closure call-closure-closure) (args call-closure-args) (continuation call-closure-continuation)) ; CPS continuations. ; The tail continuation. (define-record-type (make-ktail) ktail?) ; Binds the incoming values to the given lexically-bound variables ; and then evaluates expression. (define-record-type (make-kargs refs expression) kargs? (refs kargs-refs) (expression kargs-expression)) ; Ignores any incoming values and evaluates the given expression. (define-record-type (make-klabel expression) klabel? (expression klabel-expression)) (define (ir2=?-sametype x y) (cond ((and (atom? x) (atom? y)) (and (ir1=? (atom-expression x) (atom-expression y)) (= (atom-continuation x) (atom-continuation y)))) ((and (update? x) (update? y)) (and (ir1=? (update-ref x) (update-ref y)) (ir1=? (update-atom x) (update-atom y)) (= (update-continuation x) (update-continuation y)))) ((and (branch? x) (branch? y)) (and (ir1=? (branch-atom x) (branch-atom y)) (= (branch-true x) (branch-true y)) (= (branch-false x) (branch-false y)))) ((and (call-closure? x) (call-closure? y)) (let ((x-args (call-closure-args x)) (y-args (call-closure-args y))) (and (ir1=? (call-closure-closure x) (call-closure-closure y)) (= (length x-args) (length y-args)) (loop for x-arg in (call-closure-args x) for y-arg in (call-closure-args y) unless (ir1=? x-arg y-arg) return #f finally (return #t)) (= (call-closure-continuation x) (call-closure-continuation y))))) ((and (ktail? x) (ktail? y)) #t) ((and (kargs? x) (kargs? y)) (let ((x-refs (kargs-refs x)) (y-refs (kargs-refs y))) (and (= (length x-refs) (length y-refs)) (loop for x-ref in x-refs for y-ref in y-refs unless (ir1=? x-ref y-ref) return #f finally (return #t)) (ir2=? (kargs-expression x) (kargs-expression y))))) ((and (klabel? x) (klabel? y)) (ir2=? (klabel-expression x) (klabel-expression y))) (else #f))) (define (ir2=? x y) (cond ((ir2=?-sametype x y) #t) ((and (ir2=?-sametype x x) (ir2=?-sametype y y)) #f) (else (error "One or more arguments has a type unknown to ir2=?" x y))))))