linebreaking adjustments for typographical reasons
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@ -242,10 +242,11 @@
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(l any))
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(define-metafunction loader
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[(load e ((x_0 (name e_0 (proc-const (τ ...) e_b))) ...))
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[(load e ((x_0 (proc-const (τ ...) e_b)) ...))
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(uninit (((ε))) H (concat ((x_0 e_0*) ...) T) (e_*))
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(where ((e_* e_0* ...) H T (y ...))
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(load’* ((e -) (e_0 -) ...) (x_0 ...)))])
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(load’* ((e -) ((proc-const (τ ...) e_b) -) ...)
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(x_0 ...)))])
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(define-metafunction loader
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[(incφ - n) -]
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@ -281,8 +282,7 @@
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[(load’ (let-rec (l_0 ...) e) φ (y ...))
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((let-rec (l_0* ...) e_*)
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(concat H_0 H_1)
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(concat T_0 T_1)
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(concat H_0 H_1) (concat T_0 T_1)
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(y_** ...))
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(where (e_* H_0 T_0 (y_* ...)) (load’ e φ (y ...)))
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(where (n_0 ...) (count-up ,(length (term (l_0 ...)))))
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@ -295,7 +295,9 @@
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(load’* ((e_0 -) (e_1 -) ...) (y ...)))]
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[(load’ (let-one e_r e_b) φ (y ...))
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((let-one e_r* e_b*) (concat H_r H_b) (concat T_r T_b) (y_** ...))
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((let-one e_r* e_b*)
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(concat H_r H_b) (concat T_r T_b)
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(y_** ...))
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(where (e_r* H_r T_r (y_* ...)) (load’ e_r - (y ...)))
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(where (e_b* H_b T_b (y_** ...)) (load’ e_b (incφ φ 1) (y_* ...)))]
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@ -312,45 +314,44 @@
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[(load’ (install-value n e_r e_b) φ (y ...))
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((install-value n e_r* e_b*)
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(concat H_r H_b)
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(concat T_r T_b)
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(concat H_r H_b) (concat T_r T_b)
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(y_** ...))
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(where (e_r* H_r T_r (y_* ...)) (load’ e_r - (y ...)))
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(where (e_b* H_b T_b (y_** ...)) (load’ e_b φ (y_* ...)))]
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[(load’ (install-value-box n e_r e_b) φ (y ...))
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((install-value-box n e_r* e_b*)
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(concat H_r H_b)
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(concat T_r T_b)
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(concat H_r H_b) (concat T_r T_b)
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(y_** ...))
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(where (e_r* H_r T_r (y_* ...)) (load’ e_r - (y ...)))
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(where (e_b* H_b T_b (y_** ...)) (load’ e_b φ (y_* ...)))]
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[(load’ (seq e_0 ... e_n) φ (y ...))
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((seq e_0* ... e_n*)
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(concat H_0 H_1)
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(concat T_0 T_1)
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(concat H_0 H_1) (concat T_0 T_1)
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(y_** ...))
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(where ((e_0* ...) H_0 T_0 (y_* ...)) (load’* ((e_0 -) ...) (y ...)))
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(where (e_n* H_1 T_1 (y_** ...)) (load’ e_n φ (y_* ...)))]
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[(load’ (branch e_c e_t e_f) φ (y ...))
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((branch e_c* e_t* e_f*)
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(concat H_c H_t H_f)
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(concat T_c T_t T_f )
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(concat H_c H_t H_f) (concat T_c T_t T_f )
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(y_*** ...))
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(where (e_c* H_c T_c (y_* ...)) (load’ e_c - (y ...)))
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(where (e_t* H_t T_t (y_** ...)) (load’ e_t φ (y_* ...)))
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(where (e_f* H_f T_f (y_*** ...)) (load’ e_f φ (y_** ...)))]
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[(load’ (lam (τ_0 ...) (n_0 ...) e) φ (y ...))
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((lam n (n_0 ...) x) H (concat ((x e_*)) T) (y_* ...))
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((lam n (n_0 ...) x)
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H
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(concat ((x e_*)) T)
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(y_* ...))
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(where x (fresh-in (y ...)))
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(where n ,(length (term (τ_0 ...))))
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(where (e_* H T (y_* ...)) (load’ e - (x y ...)))]
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[(load’ (proc-const (τ_0 ...) e) φ (y ...))
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((clos x)
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(concat ((x ((clos n () x_*)))) H)
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(concat ((x ((clos n () x_*)))) H)
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(concat ((x_* e_*)) T)
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(y_* ...))
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(where x (fresh-in (y ...)))
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@ -369,8 +370,7 @@
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[(load’* () (y ...)) (() () () (y ...))]
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[(load’* ((e_0 φ_0) (e_1 φ_1) ...) (y ...))
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((e_0* e_1* ...)
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(concat H_0 H_1)
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(concat T_0 T_1)
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(concat H_0 H_1) (concat T_0 T_1)
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(y_** ...))
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(where (e_0* H_0 T_0 (y_* ...))
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(load’ e_0 φ_0 (y ...)))
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