commerce: promo rules (percent/fixed/bundle/member) as relations (17 tests)
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promo.sx — four promo types as tagged tuples; per-promo discount is pure
integer arithmetic, but enumeration is relational: promo-discounto and
promo-applieso run forward ("which codes apply, for how much?") and backward
("which code yields this discount?"). project grounds the membero-bound promo.
applicable-promos / promo-amount-for deterministic helpers. Total 83/83.
Co-Authored-By: Claude Opus 4.8 (1M context) <noreply@anthropic.com>
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153
lib/commerce/promo.sx
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153
lib/commerce/promo.sx
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;; lib/commerce/promo.sx — promotions as relations over the cart + catalog.
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;;
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;; A promo is a tagged tuple; the second field is always its code:
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;; (:percent code class pct-bps) pct-bps off every line of product-class
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;; (:fixed code threshold amount) amount off when subtotal >= threshold
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;; (:bundle code sku n) every nth unit of sku is free
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;; (:member code class pct-bps) like :percent, members only
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;;
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;; A ruleset is a list of promo tuples. The discount a promo yields on a
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;; given cart is a pure integer computation (minor units); the *enumeration*
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;; of which promos apply is relational, so promo-applieso runs forward
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;; ("which codes apply and for how much?") and backward ("which code yields
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;; this discount?"). Stacking precedence is a separate layer (stack.sx).
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(define promo-kind (fn (p) (nth p 0)))
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(define promo-code (fn (p) (nth p 1)))
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;; Extended price of all lines whose sku is in product-class `class`.
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(define
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class-extended
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(fn
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(ctx cart class)
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(let
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((cat (ctx-catalog ctx)))
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(reduce
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(fn
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(acc l)
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(if
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(= (catalog-class cat (line-sku l)) class)
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(+ acc (line-extended cat l))
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acc))
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0
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cart))))
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(define
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sku-qty
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(fn
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(cart sku)
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(reduce
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(fn (acc l) (if (= (line-sku l) sku) (+ acc (line-qty l)) acc))
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0
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cart)))
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;; --- per-type discount amounts (pure, integer minor units) ---
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(define
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percent-amount
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(fn
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(ctx cart p)
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(apply-bps
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(class-extended ctx cart (nth p 2))
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(nth p 3))))
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(define
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fixed-amount
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(fn
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(ctx cart p)
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(let
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((sub (cart-subtotal (ctx-catalog ctx) cart)))
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(if
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(>= sub (nth p 2))
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(min (nth p 3) sub)
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0))))
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(define
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bundle-amount
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(fn
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(ctx cart p)
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(let
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((sku (nth p 2)) (n (nth p 3)))
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(let
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((free (quotient (sku-qty cart sku) n)))
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(* free (catalog-price (ctx-catalog ctx) sku))))))
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(define
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member-amount
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(fn
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(ctx cart p)
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(if
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(= (get ctx :customer) :member)
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(apply-bps
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(class-extended ctx cart (nth p 2))
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(nth p 3))
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0)))
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;; Discount this promo yields on this cart (0 if it does not apply).
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(define
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promo-amount
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(fn
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(ctx cart p)
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(let
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((k (promo-kind p)))
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(cond
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((= k :percent) (percent-amount ctx cart p))
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((= k :fixed) (fixed-amount ctx cart p))
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((= k :bundle) (bundle-amount ctx cart p))
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((= k :member) (member-amount ctx cart p))
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(:else 0)))))
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;; --- relational enumeration ---
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;; (code, amount) for every promo in the ruleset (amount may be 0).
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(define
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promo-discounto
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(fn
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(ctx cart ruleset code amount)
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(fresh
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(p)
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(membero p ruleset)
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(project
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(p)
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(== code (promo-code p))
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(== amount (promo-amount ctx cart p))))))
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;; (code, amount) restricted to promos that actually apply (amount > 0).
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(define
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promo-applieso
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(fn
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(ctx cart ruleset code amount)
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(fresh
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(p)
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(membero p ruleset)
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(project
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(p)
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(if
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(> (promo-amount ctx cart p) 0)
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(mk-conj
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(== code (promo-code p))
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(== amount (promo-amount ctx cart p)))
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fail)))))
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;; --- deterministic helpers ---
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;; List of (list code amount) for applicable promos, in ruleset order.
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(define
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applicable-promos
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(fn
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(ctx cart ruleset)
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(run*
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pair
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(fresh
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(code amount)
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(promo-applieso ctx cart ruleset code amount)
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(== pair (list code amount))))))
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;; Discount for one code (0 if absent / inapplicable).
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(define
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promo-amount-for
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(fn
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(ctx cart ruleset code)
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(let
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((rs (run 1 a (promo-applieso ctx cart ruleset code a))))
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(if (empty? rs) 0 (first rs)))))
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