feat(Tuple): Stub for a template type
This adds the target initial definition of a homogeneous Tuple<T> type, and just enough processing that the type can be defined and non-template methods that deal with the generic base type Tuple can be called. Still has no actual template instantiation.
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@ -45,6 +45,8 @@ export default class PocomathInstance {
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*/
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this.Types = {any: anySpec}
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this.Types[theTemplateParam] = anySpec
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// All the template types that have been defined
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this._templateTypes = {}
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this._subtypes = {} // For each type, gives all of its (in)direct subtypes
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/* The following gives for each type, a set of all types that could
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* match in typed-function's dispatch algorithm before the given type.
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@ -263,10 +265,15 @@ export default class PocomathInstance {
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* the corresponding changes to the _typed object immediately
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*/
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installType(type, spec) {
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if (this._templateParam(type)) {
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const parts = type.split(/[<,>]/)
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if (this._templateParam(parts[0])) {
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throw new SyntaxError(
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`Type name '${type}' reserved for template parameter`)
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}
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if (parts.some(this._templateParam.bind(this))) {
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// It's a template, deal with it separately
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return this._installTemplateType(type, spec)
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}
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if (type in this.Types) {
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if (spec !== this.Types[type]) {
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throw new SyntaxError(`Conflicting definitions of type ${type}`)
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@ -353,7 +360,6 @@ export default class PocomathInstance {
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// update the typeOf function
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const imp = {}
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imp[type] = {uses: new Set(), does: () => () => type}
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console.log('Adding', type, 'to typeOf')
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this._installFunctions({typeOf: imp})
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}
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@ -393,6 +399,7 @@ export default class PocomathInstance {
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}
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return 'any'
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}
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/* Returns a list of all types that have been mentioned in the
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* signatures of operations, but which have not actually been installed:
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*/
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@ -400,6 +407,23 @@ export default class PocomathInstance {
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return Array.from(this._usedTypes).filter(t => !(t in this.Types))
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}
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/* Used internally to install a template type */
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_installTemplateType(type, spec) {
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const base = type.split('<')[0]
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/* For now, just allow a single template per base type; that
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* might need to change later:
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*/
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if (base in this._templateTypes) {
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if (spec !== this._templateTypes[base].spec) {
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throw new SyntaxError(
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`Conflicting definitions of template type ${type}`)
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}
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return
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}
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// Nothing actually happens until we match a template parameter
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this._templateTypes[base] = {type, spec}
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}
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/* Used internally by install, see the documentation there */
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_installFunctions(functions) {
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for (const [name, spec] of Object.entries(functions)) {
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@ -509,6 +533,7 @@ export default class PocomathInstance {
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`Every implementation for ${name} uses an undefined type;\n`
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+ ` signatures: ${Object.keys(imps)}`)
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}
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// Mark this method as being in the midst of being reassembled
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Object.defineProperty(this, name, {configurable: true, value: 'limbo'})
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const tf_imps = {}
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for (const [rawSignature, behavior] of usableEntries) {
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@ -3,10 +3,18 @@ import PocomathInstance from './core/PocomathInstance.mjs'
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import * as numbers from './number/native.mjs'
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import * as bigints from './bigint/native.mjs'
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import * as complex from './complex/native.mjs'
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import * as tuple from './tuple/native.mjs'
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// Most of tuple is not ready yet:
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const tupleReady = {
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Tuple: tuple.Tuple,
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equal: tuple.equal,
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length: tuple.length,
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tuple: tuple.tuple
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}
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import * as generic from './generic/all.mjs'
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import * as ops from './ops/all.mjs'
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const math = PocomathInstance.merge(
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'math', numbers, bigints, complex, generic, ops)
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'math', numbers, bigints, complex, tupleReady, generic, ops)
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export default math
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82
src/tuple/Types/Tuple.mjs
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82
src/tuple/Types/Tuple.mjs
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@ -0,0 +1,82 @@
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/* A template type representing a homeogeneous tuple of elements */
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import PocomathInstance from '../../core/PocomathInstance.mjs'
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const Tuple = new PocomathInstance('Tuple')
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// First a base type that will generally not be used directly
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Tuple.installType('Tuple', {
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test: t => t && typeof t === 'object' && 'elts' in t && Array.isArray(t.elts)
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})
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// Now the template type that is the primary use of this
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Tuple.installType('Tuple<T>', {
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// For now we will assume that any 'Type<T>' refines 'Type', so this is
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// not necessary:
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// refines: 'Tuple',
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// But we need there to be a way to determine the type of a tuple:
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infer: ({typeOf, joinTypes}) => t => {
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return joinTypes(t.elts.map(typeOf))
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},
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// For the test, we can assume that t is already a base tuple,
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// and we get the test for T as an input and we have to return
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// the test for Tuple<T>
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test: testT => t => t.elts.every(testT),
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// These are only invoked for types U such that there is already
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// a conversion from U to T, and that conversion is passed as an input
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// and we have to return the conversion to Tuple<T>:
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from: {
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'Tuple<U>': convert => tu => ({elts: tu.elts.map(convert)}),
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// Here since there is no U it's a straight conversion:
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T: t => ({elts: [u]}), // singleton promotion
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// Whereas the following will let you go directly from an element
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// convertible to T to a singleton Tuple<T>. Not sure if we really
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// want that, but we'll try it just for kicks.
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U: convert => u => ({elts: [convert(u)]})
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}
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})
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Tuple.promoteUnary = {
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'Tuple<T>': ({'self(T)': me}) => t => ({elts: t.elts.map(me)})
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}
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Tuple.promoteBinaryUnary = {
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'Tuple<T>,Tuple<T>': ({'self(T,T)': meB, 'self(T)': meU}) => (s,t) => {
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let i = -1
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let result = []
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while (true) {
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i += 1
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if (i < s.elts.length) {
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if (i < t.elts.length) result.append(meB(s.elts[i], t.elts[i]))
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else results.append(meU(s.elts[i]))
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continue
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}
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if (i < t.elts.length) result.append(meU(t.elts[i]))
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else break
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}
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return {elts: result}
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}
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}
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Tuple.promoteBinary = {
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'Tuple<T>,Tuple<T>': ({'self(T,T)': meB}) => (s,t) => {
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const lim = Math.max(s.elts.length, t.elts.length)
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const result = []
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for (let i = 0; i < lim; ++i) {
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result.append(meB(s.elts[i], t.elts[i]))
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}
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return {elts: result}
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}
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}
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Tuple.promoteBinaryStrict = {
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'Tuple<T>,Tuple<T>': ({'self(T,T)': meB}) => (s,t) => {
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if (s.elts.length !== t.elts.length) {
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throw new RangeError('Tuple length mismatch') // get name of self ??
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}
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const result = []
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for (let i = 0; i < s.elts.length; ++i) {
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result.append(meB(s.elts[i], t.elts[i]))
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}
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return {elts: result}
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}
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}
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export {Tuple}
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14
src/tuple/equal.mjs
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14
src/tuple/equal.mjs
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@ -0,0 +1,14 @@
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export * from './Types/Tuple.mjs'
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export const equal = {
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// Change this to a template implementation (or maybe add template
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// implementation to handle matching types, and have mixed template-base
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// method returning false to catch test of two tuples of different types.
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'Tuple,Tuple': ({self, length}) => (s,t) => {
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if (length(s) !== length(t)) return false
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for (let i = 0; i < length(s); ++i) {
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if (!self(s.elts[i], t.elts[i])) return false
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}
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return true
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}
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}
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src/tuple/isZero.mjs
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6
src/tuple/isZero.mjs
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@ -0,0 +1,6 @@
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export {Tuple} from './Types/Tuple.mjs'
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export const isZero = {
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'Tuple<T>': ({'self(T)': me}) => t => t.elts.every(isZero)
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}
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3
src/tuple/length.mjs
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3
src/tuple/length.mjs
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@ -0,0 +1,3 @@
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export {Tuple} from './Types/Tuple.mjs'
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export const length = {Tuple: () => t => t.elts.length}
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src/tuple/native.mjs
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src/tuple/native.mjs
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@ -0,0 +1,20 @@
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import {Tuple} from './Types/Tuple.mjs'
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export const add = Tuple.promoteBinaryUnary
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export const complex = Tuple.promoteBinaryStrict
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export const conjugate = Tuple.promoteUnary
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// May want to replace equal with compare based on lexicographic ordering?
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export {equal} from './equal.mjs'
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export const invert = Tuple.promoteUnary
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export {isZero} from './isZero.mjs'
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export {length} from './length.mjs'
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export const multiply = Tuple.promoteBinaryUnary
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export const negate = Tuple.promoteUnary
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export const one = Tuple.promoteUnary
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export const quotient = Tuple.promoteBinaryStrict
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export const roundquotient = Tuple.promoteBinaryStrict
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export const sqrt = Tuple.promoteUnary
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export {tuple} from './tuple.mjs'
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export const zero = Tuple.promoteUnary
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export {Tuple}
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src/tuple/tuple.mjs
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6
src/tuple/tuple.mjs
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@ -0,0 +1,6 @@
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export {Tuple} from './Types/Tuple.mjs'
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/* The purpose of the template argument is to ensure that all of the args
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* are convertible to the same type.
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*/
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export const tuple = {'...any': () => args => ({elts: args})}
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test/tuple/_native.mjs
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9
test/tuple/_native.mjs
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@ -0,0 +1,9 @@
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import assert from 'assert'
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import math from '../../src/pocomath.mjs'
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describe('tuple', () => {
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it('can be created and provide its length', () => {
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assert.strictEqual(math.length(math.tuple(3,5.2,2n)), 3)
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})
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})
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