mk: phase 6E — fd-lt + fd-lte + fd-eq with propagation
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Three more constraint goals built on the same propagator-store machinery as fd-neq: fd-lt: x < y. Ground/ground compares; var/num filters domain; var/var narrows x's domain to (< y-max) and y's to (> x-min). fd-lte: ≤ variant. fd-eq: x = y. Ground/ground checks. Var/num: requires num to be in var's domain (or var unconstrained) before binding. Var/var: intersect domains, narrow both, then unify the vars. 10 new tests: narrowing against ground, ordered-pair generation, chained x<y<z determinism, domain-sharing, out-of-domain rejection. 603/603 cumulative (100/100 across the four CLP(FD) test files).
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@@ -177,7 +177,7 @@
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(cond ((= s2 nil) mzero) (:else (unit s2)))))))
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(:else mzero)))))))
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;; --- fd-neq with propagation ---
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;; --- fd-neq ---
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(define
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fd-neq-prop
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@@ -218,6 +218,204 @@
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((s3 (c s2)))
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(cond ((= s3 nil) mzero) (:else (unit s3)))))))))
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;; --- fd-lt ---
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(define
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fd-lt-prop
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(fn
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(x y s)
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(let
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((wx (mk-walk x s)) (wy (mk-walk y s)))
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(cond
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((and (number? wx) (number? wy))
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(cond ((< wx wy) s) (:else nil)))
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((and (number? wx) (is-var? wy))
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(let
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((yd (fd-domain-of s (var-name wy))))
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(cond
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((= yd nil) s)
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(:else
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(fd-set-domain
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s
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(var-name wy)
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(filter (fn (v) (> v wx)) yd))))))
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((and (is-var? wx) (number? wy))
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(let
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((xd (fd-domain-of s (var-name wx))))
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(cond
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((= xd nil) s)
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(:else
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(fd-set-domain
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s
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(var-name wx)
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(filter (fn (v) (< v wy)) xd))))))
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((and (is-var? wx) (is-var? wy))
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(let
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((xd (fd-domain-of s (var-name wx)))
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(yd (fd-domain-of s (var-name wy))))
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(cond
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((or (= xd nil) (= yd nil)) s)
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(:else
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(let
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((xd-prime (filter (fn (v) (< v (fd-dom-max yd))) xd)))
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(let
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((s2 (fd-set-domain s (var-name wx) xd-prime)))
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(cond
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((= s2 nil) nil)
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(:else
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(let
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((yd-prime (filter (fn (v) (> v (fd-dom-min xd-prime))) yd)))
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(fd-set-domain s2 (var-name wy) yd-prime))))))))))
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(:else s)))))
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(define
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fd-lt
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(fn
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(x y)
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(fn
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(s)
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(let
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((c (fn (sp) (fd-lt-prop x y sp))))
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(let
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((s2 (fd-add-constraint s c)))
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(let
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((s3 (c s2)))
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(cond ((= s3 nil) mzero) (:else (unit s3)))))))))
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;; --- fd-lte ---
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(define
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fd-lte-prop
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(fn
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(x y s)
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(let
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((wx (mk-walk x s)) (wy (mk-walk y s)))
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(cond
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((and (number? wx) (number? wy))
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(cond ((<= wx wy) s) (:else nil)))
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((and (number? wx) (is-var? wy))
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(let
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((yd (fd-domain-of s (var-name wy))))
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(cond
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((= yd nil) s)
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(:else
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(fd-set-domain
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s
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(var-name wy)
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(filter (fn (v) (>= v wx)) yd))))))
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((and (is-var? wx) (number? wy))
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(let
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((xd (fd-domain-of s (var-name wx))))
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(cond
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((= xd nil) s)
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(:else
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(fd-set-domain
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s
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(var-name wx)
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(filter (fn (v) (<= v wy)) xd))))))
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((and (is-var? wx) (is-var? wy))
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(let
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((xd (fd-domain-of s (var-name wx)))
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(yd (fd-domain-of s (var-name wy))))
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(cond
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((or (= xd nil) (= yd nil)) s)
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(:else
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(let
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((xd-prime (filter (fn (v) (<= v (fd-dom-max yd))) xd)))
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(let
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((s2 (fd-set-domain s (var-name wx) xd-prime)))
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(cond
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((= s2 nil) nil)
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(:else
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(let
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((yd-prime (filter (fn (v) (>= v (fd-dom-min xd-prime))) yd)))
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(fd-set-domain s2 (var-name wy) yd-prime))))))))))
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(:else s)))))
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(define
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fd-lte
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(fn
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(x y)
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(fn
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(s)
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(let
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((c (fn (sp) (fd-lte-prop x y sp))))
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(let
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((s2 (fd-add-constraint s c)))
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(let
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((s3 (c s2)))
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(cond ((= s3 nil) mzero) (:else (unit s3)))))))))
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;; --- fd-eq ---
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(define
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fd-eq-prop
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(fn
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(x y s)
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(let
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((wx (mk-walk x s)) (wy (mk-walk y s)))
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(cond
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((and (number? wx) (number? wy))
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(cond ((= wx wy) s) (:else nil)))
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((and (number? wx) (is-var? wy))
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(let
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((yd (fd-domain-of s (var-name wy))))
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(cond
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((and (not (= yd nil)) (not (fd-dom-member? wx yd))) nil)
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(:else
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(let
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((s2 (mk-unify wy wx s)))
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(cond ((= s2 nil) nil) (:else s2)))))))
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((and (is-var? wx) (number? wy))
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(let
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((xd (fd-domain-of s (var-name wx))))
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(cond
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((and (not (= xd nil)) (not (fd-dom-member? wy xd))) nil)
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(:else
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(let
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((s2 (mk-unify wx wy s)))
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(cond ((= s2 nil) nil) (:else s2)))))))
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((and (is-var? wx) (is-var? wy))
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(let
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((xd (fd-domain-of s (var-name wx)))
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(yd (fd-domain-of s (var-name wy))))
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(cond
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((and (= xd nil) (= yd nil))
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(let
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((s2 (mk-unify wx wy s)))
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(cond ((= s2 nil) nil) (:else s2))))
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(:else
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(let
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((shared (cond ((= xd nil) yd) ((= yd nil) xd) (:else (fd-dom-intersect xd yd)))))
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(cond
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((fd-dom-empty? shared) nil)
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(:else
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(let
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((s2 (fd-set-domain s (var-name wx) shared)))
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(cond
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((= s2 nil) nil)
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(:else
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(let
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((s3 (fd-set-domain s2 (var-name wy) shared)))
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(cond
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((= s3 nil) nil)
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(:else (mk-unify wx wy s3))))))))))))))
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(:else s)))))
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(define
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fd-eq
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(fn
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(x y)
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(fn
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(s)
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(let
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((c (fn (sp) (fd-eq-prop x y sp))))
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(let
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((s2 (fd-add-constraint s c)))
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(let
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((s3 (c s2)))
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(cond ((= s3 nil) mzero) (:else (unit s3)))))))))
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;; --- labelling ---
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(define
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128
lib/minikanren/tests/clpfd-ord.sx
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128
lib/minikanren/tests/clpfd-ord.sx
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@@ -0,0 +1,128 @@
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;; lib/minikanren/tests/clpfd-ord.sx — fd-lt / fd-lte / fd-eq.
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;; --- fd-lt ---
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(mk-test
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"fd-lt-narrows-x-against-num"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 1 2 3 4 5))
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(fd-lt x 3)
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(fd-label (list x))
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(== q x)))
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(list 1 2))
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(mk-test
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"fd-lt-narrows-x-against-num-symmetric"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 1 2 3 4 5))
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(fd-lt 3 x)
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(fd-label (list x))
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(== q x)))
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(list 4 5))
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(mk-test
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"fd-lt-pair-ordered"
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(let
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((res (run* q (fresh (x y) (fd-in x (list 1 2 3 4)) (fd-in y (list 1 2 3 4)) (fd-lt x y) (fd-label (list x y)) (== q (list x y))))))
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(= (len res) 6))
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true)
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(mk-test
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"fd-lt-impossible-fails"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 5 6 7))
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(fd-lt x 3)
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(fd-label (list x))
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(== q x)))
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(list))
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;; --- fd-lte ---
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(mk-test
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"fd-lte-includes-equal"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 1 2 3 4 5))
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(fd-lte x 3)
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(fd-label (list x))
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(== q x)))
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(list 1 2 3))
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(mk-test
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"fd-lte-equal-bound"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 1 2 3 4 5))
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(fd-lte 3 x)
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(fd-label (list x))
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(== q x)))
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(list 3 4 5))
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;; --- fd-eq ---
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(mk-test
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"fd-eq-bind"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 1 2 3 4 5))
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(fd-eq x 3)
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(== q x)))
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(list 3))
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(mk-test
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"fd-eq-out-of-domain-fails"
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(run*
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q
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(fresh
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(x)
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(fd-in x (list 1 2 3))
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(fd-eq x 5)
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(== q x)))
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(list))
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(mk-test
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"fd-eq-two-vars-share-domain"
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(run*
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q
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(fresh
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(x y)
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(fd-in x (list 1 2 3))
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(fd-in y (list 2 3 4))
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(fd-eq x y)
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(fd-label (list x y))
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(== q (list x y))))
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(list (list 2 2) (list 3 3)))
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;; --- combine fd-lt + fd-neq for "between" puzzle ---
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(mk-test
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"fd-lt-neq-combined"
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(run*
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q
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(fresh
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(x y z)
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(fd-in x (list 1 2 3))
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(fd-in y (list 1 2 3))
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(fd-in z (list 1 2 3))
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(fd-lt x y)
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(fd-lt y z)
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(fd-label (list x y z))
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(== q (list x y z))))
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(list (list 1 2 3)))
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(mk-tests-run!)
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