partial.lenses - npm Package Compare versions

Comparing version 1.2.0 to 1.3.0

lib/partial.lenses.js

@@ -179,3 +179,3 @@ "use strict";
   return L(L.find(function (x) {
-    return L.view(lls, x) !== undefined;
+    return _ramda2.default.view(lls, x) !== undefined;
   }), lls);
@@ -234,3 +234,3 @@ };
 L.pick = function (template) {
-  return L.lens(function (c) {
+  return _ramda2.default.lens(function (c) {
     var r = void 0;
@@ -256,3 +256,5 @@ for (var k in template) {
 
+L.identity = _ramda2.default.lens(_ramda2.default.identity, _ramda2.default.identity);
+
 exports.default = L;
-//# 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R from \"ramda\"\n\n//\n\nconst deleteKey = (k, o) => {\n  if (o === undefined || !(k in o))\n    return o\n  let r\n  for (const p in o) {\n    if (p !== k) {\n      if (undefined === r)\n        r = {}\n      r[p] = o[p]\n    }\n  }\n  return r\n}\n\nconst setKey = (k, v, o) => {\n  if (o === undefined)\n    return {[k]: v}\n  if (k in o && R.equals(v, o[k]))\n    return o\n  const r = {[k]: v}\n  for (const p in o)\n    if (p !== k)\n      r[p] = o[p]\n  return r\n}\n\n//\n\nconst dropped = xs => Object.keys(xs).length === 0 ? undefined : xs\n\n//\n\nconst toPartial = transform => x => undefined === x ? x : transform(x)\n\n//\n\nconst conserve = (c0, c1) => R.equals(c0, c1) ? c0 : c1\n\nconst toConserve = f => (y, c0) => conserve(c0, f(y, c0))\n\n//\n\nexport const lift = l => {\n  switch (typeof l) {\n  case \"string\": return L.prop(l)\n  case \"number\": return L.index(l)\n  default:       return l\n  }\n}\n\nconst L = (l, ...ls) =>\n  ls.length === 0 ? lift(l) : R.compose(lift(l), ...ls.map(lift))\n\nL.compose = L\nL.delete = R.curry((l, s) => R.set(lift(l), undefined, s))\nL.deleteAll = R.curry((lens, data) => {\n  while (L.view(lens, data) !== undefined)\n    data = L.delete(lens, data)\n  return data\n})\nL.lens = R.lens\nL.over = R.curry((l, x2x, s) => R.over(lift(l), x2x, s))\nL.set = R.curry((l, x, s) => R.set(lift(l), x, s))\nL.view = R.curry((l, s) => R.view(lift(l), s))\n\nL.choose = x2yL => toFunctor => target => {\n  const l = lift(x2yL(target))\n  return R.map(focus => R.set(l, focus, target), toFunctor(R.view(l, target)))\n}\n\nL.firstOf = (l, ...ls) => L.choose(x => {\n  const lls = [l, ...ls]\n  return lls[Math.max(0, lls.findIndex(l => L.view(l, x) !== undefined))]\n})\n\nL.replace = R.curry((inn, out) =>\n  R.lens(x => R.equals(x, inn) ? out : x,\n         toConserve(y => R.equals(y, out) ? inn : y)))\n\nL.default = L.replace(undefined)\nL.required = inn => L.replace(inn, undefined)\nL.define = v => R.compose(L.required(v), L.default(v))\n\nL.normalize = transform =>\n  R.lens(toPartial(transform), toConserve(toPartial(transform)))\n\nL.prop = k =>\n  R.lens(o => o && o[k],\n         (v, o) => v === undefined ? deleteKey(k, o) : setKey(k, v, o))\n\nL.find = predicate => L.choose(xs => {\n  if (xs === undefined)\n    return L.append\n  const i = xs.findIndex(predicate)\n  return i < 0 ? L.append : i\n})\n\nL.findWith = (l, ...ls) => {\n  const lls = L(l, ...ls)\n  return L(L.find(x => L.view(lls, x) !== undefined), lls)\n}\n\nL.index = i => R.lens(xs => xs && xs[i], (x, xs) => {\n  if (x === undefined) {\n    if (xs === undefined)\n      return undefined\n    if (i < xs.length)\n      return dropped(xs.slice(0, i).concat(xs.slice(i+1)))\n    return xs\n  } else {\n    if (xs === undefined)\n      return Array(i).concat([x])\n    if (xs.length <= i)\n      return xs.concat(Array(i - xs.length), [x])\n    if (R.equals(x, xs[i]))\n      return xs\n    return xs.slice(0, i).concat([x], xs.slice(i+1))\n  }\n})\n\nL.append = R.lens(() => {}, (x, xs) =>\n  x === undefined ? xs : xs === undefined ? 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+//# 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R from \"ramda\"\n\n//\n\nconst deleteKey = (k, o) => {\n  if (o === undefined || !(k in o))\n    return o\n  let r\n  for (const p in o) {\n    if (p !== k) {\n      if (undefined === r)\n        r = {}\n      r[p] = o[p]\n    }\n  }\n  return r\n}\n\nconst setKey = (k, v, o) => {\n  if (o === undefined)\n    return {[k]: v}\n  if (k in o && R.equals(v, o[k]))\n    return o\n  const r = {[k]: v}\n  for (const p in o)\n    if (p !== k)\n      r[p] = o[p]\n  return r\n}\n\n//\n\nconst dropped = xs => Object.keys(xs).length === 0 ? undefined : xs\n\n//\n\nconst toPartial = transform => x => undefined === x ? x : transform(x)\n\n//\n\nconst conserve = (c0, c1) => R.equals(c0, c1) ? c0 : c1\n\nconst toConserve = f => (y, c0) => conserve(c0, f(y, c0))\n\n//\n\nexport const lift = l => {\n  switch (typeof l) {\n  case \"string\": return L.prop(l)\n  case \"number\": return L.index(l)\n  default:       return l\n  }\n}\n\nconst L = (l, ...ls) =>\n  ls.length === 0 ? lift(l) : R.compose(lift(l), ...ls.map(lift))\n\nL.compose = L\nL.delete = R.curry((l, s) => R.set(lift(l), undefined, s))\nL.deleteAll = R.curry((lens, data) => {\n  while (L.view(lens, data) !== undefined)\n    data = L.delete(lens, data)\n  return data\n})\nL.lens = R.lens\nL.over = R.curry((l, x2x, s) => R.over(lift(l), x2x, s))\nL.set = R.curry((l, x, s) => R.set(lift(l), x, s))\nL.view = R.curry((l, s) => R.view(lift(l), s))\n\nL.choose = x2yL => toFunctor => target => {\n  const l = lift(x2yL(target))\n  return R.map(focus => R.set(l, focus, target), toFunctor(R.view(l, target)))\n}\n\nL.firstOf = (l, ...ls) => L.choose(x => {\n  const lls = [l, ...ls]\n  return lls[Math.max(0, lls.findIndex(l => L.view(l, x) !== undefined))]\n})\n\nL.replace = R.curry((inn, out) =>\n  R.lens(x => R.equals(x, inn) ? out : x,\n         toConserve(y => R.equals(y, out) ? inn : y)))\n\nL.default = L.replace(undefined)\nL.required = inn => L.replace(inn, undefined)\nL.define = v => R.compose(L.required(v), L.default(v))\n\nL.normalize = transform =>\n  R.lens(toPartial(transform), toConserve(toPartial(transform)))\n\nL.prop = k =>\n  R.lens(o => o && o[k],\n         (v, o) => v === undefined ? deleteKey(k, o) : setKey(k, v, o))\n\nL.find = predicate => L.choose(xs => {\n  if (xs === undefined)\n    return L.append\n  const i = xs.findIndex(predicate)\n  return i < 0 ? L.append : i\n})\n\nL.findWith = (l, ...ls) => {\n  const lls = L(l, ...ls)\n  return L(L.find(x => R.view(lls, x) !== undefined), lls)\n}\n\nL.index = i => R.lens(xs => xs && xs[i], (x, xs) => {\n  if (x === undefined) {\n    if (xs === undefined)\n      return undefined\n    if (i < xs.length)\n      return dropped(xs.slice(0, i).concat(xs.slice(i+1)))\n    return xs\n  } else {\n    if (xs === undefined)\n      return Array(i).concat([x])\n    if (xs.length <= i)\n      return xs.concat(Array(i - xs.length), [x])\n    if (R.equals(x, xs[i]))\n      return xs\n    return xs.slice(0, i).concat([x], xs.slice(i+1))\n  }\n})\n\nL.append = R.lens(() => {}, (x, xs) =>\n  x === undefined ? xs : xs === undefined ? [x] : xs.concat([x]))\n\nL.filter = p => R.lens(xs => xs && xs.filter(p), (ys, xs) =>\n  conserve(xs, dropped(R.concat(ys || [], (xs || []).filter(R.complement(p))))))\n\nL.augment = template => R.lens(\n  toPartial(x => {\n    const z = {...x}\n    for (const k in template)\n      z[k] = template[k](x)\n    return z\n  }),\n  toConserve((y, c) => {\n    if (y === undefined)\n      return undefined\n    let z\n    const set = (k, v) => {\n      if (undefined === z)\n        z = {}\n      z[k] = v\n    }\n    for (const k in y) {\n      if (!(k in template))\n        set(k, y[k])\n      else\n        if (k in c)\n          set(k, c[k])\n    }\n    return z\n  }))\n\nL.pick = template => R.lens(\n  c => {\n    let r\n    for (const k in template) {\n      const v = L.view(template[k], c)\n      if (v !== undefined) {\n        if (r === undefined)\n          r = {}\n        r[k] = v\n      }\n    }\n    return r\n  },\n  (o = {}, cIn) => {\n    let c = cIn\n    for (const k in template)\n      c = L.set(template[k], o[k], c)\n    return c\n  })\n\nL.identity = R.lens(R.identity, R.identity)\n\nexport default L\n"]}

package.json

 {
   "name": "partial.lenses",
-  "version": "1.2.0",
+  "version": "1.3.0",
   "description": "Ramda compatible partial lenses",
@@ -5,0 +5,0 @@ "main": "lib/partial.lenses.js",

README.md

@@ -210,2 +210,84 @@ [ [Tutorial](#tutorial) | [Reference](#reference) | [Background](#background) ]
 
+### Food for thought: BST as a lens
+
+The previous example is based on an actual use case.  In this section we look at
+a more involved example: BST, binary search tree, as a lens.
+
+Binary search may initially seem to be outside the scope of definable lenses.
+However, the `L.choose` lens allows for dynamic construction of lenses based on
+examining the data structure being manipulated.  Inside `L.choose` we can write
+the ordinary BST logic to pick the correct branch based on the key in the
+currently examined node and the key that we are looking for.  So, here is our
+first attempt at a BST lens:
+
+```js
+const binarySearch = key =>
+  L(L.default({key}),
+    L.choose(node =>
+             key < node.key ? L("smaller", binarySearch(key)) :
+             node.key < key ? L("greater", binarySearch(key)) :
+                              L.identity))
+
+const valueOf = key => L(binarySearch(key), "value")
+```
+
+This actually works to a degree.  We can use the `valueOf` lens constructor to
+build a binary tree:
+
+```js
+> const t = R.reduce((tree, item) => L.set(valueOf(item.key), item.value, tree),
+                     undefined,
+                     [{key: "c", value: 1},
+                      {key: "a", value: 2},
+                      {key: "b", value: 3}])
+> t
+{ smaller: { greater: { value: 3, key: 'b' }, value: 2, key: 'a' },
+  value: 1,
+  key: 'c' }
+```
+
+However, the above `binarySearch` lens constructor does not maintain the BST
+structure when values are being deleted:
+
+```js
+> L.delete(valueOf('c'), t)
+{ smaller: { greater: { value: 3, key: 'b' },
+             value: 2,
+             key: 'a' },
+  key: 'c' }
+```
+
+How do we fix this?  What we need is to normalize the data structure after
+changes.  The `L.normalize` lens can be used for that purpose.  Here is the
+updated `binarySearch` definition:
+
+```js
+const binarySearch = key =>
+  L(L.default({key}),
+    L.normalize(node => {
+      if ("value" in node)
+        return node
+      if (!("greater" in node) && "smaller" in node)
+        return node.smaller
+      if (!("smaller" in node) && "greater" in node)
+        return node.greater
+      return node
+    }),
+    L.choose(node =>
+             key < node.key ? L("smaller", binarySearch(key)) :
+             node.key < key ? L("greater", binarySearch(key)) :
+                              L.identity))
+```
+
+Now we can also delete values from a binary tree:
+
+```js
+> L.delete(valueOf('c'), t)
+{ greater: { value: 3, key: 'b' }, value: 2, key: 'a' }
+
+```
+
+As an exercise you could improve the normalization to maintain some balance
+condition such as AVL.
+
 ## Reference
@@ -228,8 +310,16 @@
 `L(l, ...ls)` and `L.compose(l, ...ls)` both are the same as `R.compose(lift(l),
-...ls.map(lift))` (see [compose](http://ramdajs.com/0.19.0/docs/#compose)).
+...ls.map(lift))` (see [compose](http://ramdajs.com/0.19.0/docs/#compose)) and
+compose a lens from a path of lenses.
 
+For example:
+
+```js
+> L.view(L("a", 1), {a: ["b", "c"]})
+"c"
+```
+
 #### [`L.lens(get, set)`](#llensget-set "L.lens :: (Maybe s -> Maybe a) -> (Maybe a -> Maybe s -> Maybe s) -> PLens s a")
 
 `L.lens(get, set)` is the same as `R.lens(get, set)` (see
-[lens](http://ramdajs.com/0.19.0/docs/#lens)).
+[lens](http://ramdajs.com/0.19.0/docs/#lens)) and creates a new primitive lens.
 
@@ -239,14 +329,38 @@ #### [`L.over(l, x2x, s)`](#loverl-x2x-s "L.over :: PLens s a -> (Maybe a -> Maybe a) -> Maybe s -> Maybe s")
 `L.over(l, x2x, s)` is the same as `R.over(lift(l), x2x, s)` (see
-[over](http://ramdajs.com/0.19.0/docs/#over)).
+[over](http://ramdajs.com/0.19.0/docs/#over)) and allows one to map over the
+focused element of a data structure.
 
+For example:
+
+```js
+> L.over("elems", R.map(L.delete("x")), {elems: [{x: 1, y: 2}, {x: 3, y: 4}]})
+{elems: [{y: 2}, {y: 4}]}
+```
+
 #### [`L.set(l, x, s)`](#lsetl-x-s "L.set :: PLens s a -> Maybe a -> Maybe s -> Maybe s")
 
 `L.set(l, x, s)` is the same as `R.set(lift(l), x, s)` (see
-[set](http://ramdajs.com/0.19.0/docs/#set)).
+[set](http://ramdajs.com/0.19.0/docs/#set)) and is also equivalent to `L.over(l,
+() => x, s)`.
 
+For example:
+
+```js
+> L.set(L("a", 0, "x"), 11, {id: "z"})
+{a: [{x: 11}], id: "z"}
+```
+
 #### [`L.view(l, s)`](#lviewl-s "L.view :: PLens s a -> Maybe s -> Maybe a")
 
 `L.view(l, s)` is the same as `R.view(lift(l), s)` (see
-[view](http://ramdajs.com/0.19.0/docs/#view)).
+[view](http://ramdajs.com/0.19.0/docs/#view)) and returns the focused element
+from a data structure.
 
+For example:
+
+```js
+> L.view("y", {x: 112, y: 101})
+101
+```
+
 #### Lifting
@@ -271,6 +385,13 @@
 
-For convenience, there is also a shorthand for delete:
+`L.delete(l, s)` is equivalent to `L.set(l, undefined, s)`.  With partial
+lenses, setting to undefined typically has the effect of removing the focused
+element.
 
-* `L.delete(l, s)` is the same as `R.set(lift(l), undefined, s)`.
+For example:
 
+```js
+> L.delete(L("a", "b"), {a: {b: 1}, x: {y: 2}})
+{x: {y: 2}}
+```
+
 #### [`L.deleteAll(l, s)`](#ldeletealll-s "L.deleteAll :: PLens s a -> Maybe s -> Maybe s")
@@ -283,2 +404,9 @@
 
+For example:
+
+```js
+> L.deleteAll(L.findWith("a"), [{x: 1}, {a: 2}, {a: 3, y: 4}, {z: 5}])
+[{x: 1}, {y: 4}, {z: 5}]
+```
+
 ### Lenses
@@ -356,2 +484,8 @@
 
+#### [`L.identity`](#lidentity "L.identity :: PLens s s")
+
+`L.identity` is equivalent to `R.lens(R.identity, R.identity)` and is the
+identity element of lenses: both `L(L.identity, l)` and `L(l, L.identity)` are
+equivalent to `l`.
+
 #### [`L.index(integer)`](#lindexinteger "L.index :: Integer -> PLens [a] a")
@@ -358,0 +492,0 @@

src/partial.lenses.js

@@ -104,3 +104,3 @@ import R from "ramda"
   const lls = L(l, ...ls)
-  return L(L.find(x => L.view(lls, x) !== undefined), lls)
+  return L(L.find(x => R.view(lls, x) !== undefined), lls)
 }
@@ -158,3 +158,3 @@
 
-L.pick = template => L.lens(
+L.pick = template => R.lens(
   c => {
@@ -179,2 +179,4 @@ let r
 
+L.identity = R.lens(R.identity, R.identity)
+
 export default L

test/tests.js

@@ -22,2 +22,3 @@ import R from "ramda"
 describe("arities", () => {
+  testEq('L.augment.length', 1)
   testEq('L.compose.length', 1)
@@ -27,3 +28,5 @@ testEq('L.default.length', 1)
   testEq('L.delete.length', 2)
+  testEq('L.filter.length', 1)
   testEq('L.find.length', 1)
+  testEq('L.findWith.length', 1)
   testEq('L.index.length', 1)
@@ -34,2 +37,3 @@ testEq('L.length', 1)
   testEq('L.over.length', 3)
+  testEq('L.pick.length', 1)
   testEq('L.prop.length', 1)
@@ -36,0 +40,0 @@ testEq('L.replace.length', 2)

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