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https://codeberg.org/uzu/strudel
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@@ -4,9 +4,87 @@ Copyright (C) 2022 Strudel contributors - see <https://github.com/tidalcycles/st
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This program is free software: you can redistribute it and/or modify it under the terms of the GNU Affero General Public License as published by the Free Software Foundation, either version 3 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU Affero General Public License for more details. You should have received a copy of the GNU Affero General Public License along with this program. If not, see <https://www.gnu.org/licenses/>.
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This program is free software: you can redistribute it and/or modify it under the terms of the GNU Affero General Public License as published by the Free Software Foundation, either version 3 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU Affero General Public License for more details. You should have received a copy of the GNU Affero General Public License along with this program. If not, see <https://www.gnu.org/licenses/>.
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*/
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*/
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import Fraction from 'fraction.js';
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// import Fraction from 'fraction.js';
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import { TimeSpan } from './timespan.mjs';
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import { TimeSpan } from './timespan.mjs';
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let instances = 0;
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let strings = 0;
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let fractions = 0;
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let numbers = 0;
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setInterval(() => {
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console.log(`${instances} calls = ${numbers} numbers + ${fractions} fractions + ${strings} strings`);
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instances = 0;
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strings = 0;
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fractions = 0;
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numbers = 0;
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}, 1000);
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// http://localhost:3000/#c3RhY2soCiAgImUzLGJiMyxkNCIuc3RydWN0KCJ4KDMsOCwtMSkiKS5vZmYoMS84LHg9PngudHJhbnNwb3NlKDEyKS52ZWxvY2l0eSguMikpLAogICJjMiIuc3RydWN0KCJ4KDQsOCwtMikiKSwKICAiYzMiLnN0cnVjdCgieCgzLDgsLTIpIi5mYXN0KDIpKQopLnNsb3coMikKIC5lY2hvKDQsLjEyNSwuOCkKIC52ZWxvY2l0eShzaW5lLnN0cnVjdCgieCo4IikuYWRkKDMvNSkubXVsKDIvNSkuZmFzdCg4KSkKIC8vIC5waWFub3JvbGwoKQovLyBzdHJ1ZGVsIGRpc2FibGUtaGlnaGxpZ2h0aW5n
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// ~400k/s
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// this is a "mock" for fraction.js, using just floats without any rational arithmetic
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// to test if the performance gets better without fraction.js
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// result: it seems to get better but not by much
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// the main jankyness remains for some complicated patterns
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class Fraction {
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value; // number
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constructor(value) {
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instances++;
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if (value instanceof Fraction) {
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// TODO: return this?
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this.value = value.value;
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fractions++;
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} else if (typeof value === 'string') {
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const [n, d] = value.split('/');
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this.value = n / (d || 1);
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strings++;
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} else if (typeof value !== 'number' || isNaN(value)) {
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console.warn('Fraction got NaN', value);
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} else {
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numbers++;
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this.value = Number(value);
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if (isNaN(this.value)) {
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console.warn('Fraction parsed NaN from', value);
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}
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}
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}
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add(other) {
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return new Fraction(this.value + other);
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}
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sub(other) {
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return new Fraction(this.value - other);
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}
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mul(other) {
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return new Fraction(this.value * other);
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}
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div(other) {
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return new Fraction(this.value / other);
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}
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toString() {
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return this.value + '';
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}
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valueOf() {
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return this.value;
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}
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floor() {
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return new Fraction(Math.floor(this.value));
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}
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abs() {
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return new Fraction(Math.abs(this.value));
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}
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inverse() {
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return new Fraction(1 / this.value);
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}
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compare(other) {
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return this.value - other;
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}
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equals(other) {
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return this.value.valueOf() === other.valueOf();
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}
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// TODO: toFraction
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}
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// Returns the start of the cycle.
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// Returns the start of the cycle.
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Fraction.prototype.sam = function () {
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Fraction.prototype.sam = function () {
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return this.floor();
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return this.floor();
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@@ -14,12 +92,16 @@ Fraction.prototype.sam = function () {
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// Returns the start of the next cycle.
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// Returns the start of the next cycle.
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Fraction.prototype.nextSam = function () {
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Fraction.prototype.nextSam = function () {
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// return new Fraction(Math.floor(this.value) + 1);
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return this.sam().add(1);
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return this.sam().add(1);
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};
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};
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// Returns a TimeSpan representing the begin and end of the Time value's cycle
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// Returns a TimeSpan representing the begin and end of the Time value's cycle
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Fraction.prototype.wholeCycle = function () {
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Fraction.prototype.wholeCycle = function () {
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return new TimeSpan(this.sam(), this.nextSam());
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return new TimeSpan(this.sam(), this.nextSam());
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/* const begin = Math.floor(this.value);
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const end = begin + 1;
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return new TimeSpan(begin, end); */
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};
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};
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// The position of a time value relative to the start of its cycle.
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// The position of a time value relative to the start of its cycle.
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@@ -63,20 +145,20 @@ Fraction.prototype.or = function (other) {
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return this.eq(0) ? other : this;
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return this.eq(0) ? other : this;
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};
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};
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const fraction = (n) => {
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/* const fraction = (n) => {
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if (typeof n === 'number') {
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if (typeof n === 'number') {
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/*
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// https://github.com/infusion/Fraction.js/#doubles
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https://github.com/infusion/Fraction.js/#doubles
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// „If you pass a double as it is, Fraction.js will perform a number analysis based on Farey Sequences."
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„If you pass a double as it is, Fraction.js will perform a number analysis based on Farey Sequences."
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// „If you want to keep the number as it is, convert it to a string, as the string parser will not perform any further observations“
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„If you want to keep the number as it is, convert it to a string, as the string parser will not perform any further observations“
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-> those farey sequences turn out to make pattern querying ~20 times slower! always use strings!
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// -> those farey sequences turn out to make pattern querying ~20 times slower! always use strings!
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-> still, some optimizations could be done: .mul .div .add .sub calls still use numbers
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// -> still, some optimizations could be done: .mul .div .add .sub calls still use numbers
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*/
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n = String(n);
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n = String(n);
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}
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}
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return Fraction(n);
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return Fraction(n);
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};
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}; */
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const fraction = (n) => new Fraction(n);
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export const gcd = (...fractions) => {
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export const gcd = (...fractions) => {
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return fractions.reduce((gcd, fraction) => gcd.gcd(fraction), fraction(1));
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return fractions.reduce((gcd, fraction) => gcd.gcd(fraction), fraction(1));
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@@ -89,7 +89,7 @@ export default (_code) => {
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const isMarkable = isPatternArg(parents) || hasModifierCall(parent);
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const isMarkable = isPatternArg(parents) || hasModifierCall(parent);
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// add to location to pure(x) calls
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// add to location to pure(x) calls
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if (node.type === 'CallExpression' && node.callee.name === 'pure') {
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if (addLocations && node.type === 'CallExpression' && node.callee.name === 'pure') {
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const literal = node.arguments[0];
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const literal = node.arguments[0];
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// const value = literal[{ LiteralNumericExpression: 'value', LiteralStringExpression: 'name' }[literal.type]];
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// const value = literal[{ LiteralNumericExpression: 'value', LiteralStringExpression: 'name' }[literal.type]];
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return reifyWithLocation(literal, node.arguments[0], ast.locations, artificialNodes);
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return reifyWithLocation(literal, node.arguments[0], ast.locations, artificialNodes);
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@@ -0,0 +1,61 @@
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# study: why are there so many calls?
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- `pure('c3')` => 746 calls per second...
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- shapeshifted: `(async()=>{return reify("c3").withLocation([1,5,20],[1,9,24])})()`Ï => same # of calls with or without shapeshifting
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- without highlighting (// strudel disable-highlighting), there are only 15 calls
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## call stack
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this is how the ~15 calls are made for the first query:
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- keypress -> activateCode -> evaluate -> safeEval -> pure -> new Pattern (pretty simple)
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- query 0
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- const timespan = new TimeSpan(0,1)
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- Fraction(0), Fraction(1)
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- onQuery(new State(timespan))
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- pattern.query(state)
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- pure.query(state)
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- state.span.spanCycles
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- end.sam() -> this.floor -> new Fraction
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- begin.sam -> this.floor -> new Fraction
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- begin.nextSam
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- begin.sam -> this.floor -> new Fraction
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- .add(1) -> new Fraction
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- Fraction(0).wholeCycle -> new TimeSpan(0, 1)
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- this.sam -> new Fraction(0)
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- this.nextSam -> new Fraction(1)
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- new Hap(TimeSpan(0,1), TimeSpan(0,1), 'c3')
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- Tone.getTransport().cancel(0);
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- queryNextTime = 0.5
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- t = 0.6
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## from simple to complicated
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(all without highlighting)
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- `pure('c3')`: 15 calls
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- `pure('c3').fast(1)`: 74 calls
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- `pure('c3').fast(1).fast(1)`: 133 calls
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- `pure('c3').fast(1).fast(1).fast(1)`: 192 calls
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- `pure('c3').fast(1).fast(1).fast(1).fast(1)`: 251 calls
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- `pure('c3').fast(1).fast(1).fast(1).fast(1).fast(1)`: 310 calls
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- `pure('c3').fast(2)`: 94 calls
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- `pure('c3').fast(2).fast(2)`: 264 calls
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- `pure('c3').fast(2).fast(2).fast(2)`: 636 calls
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- `pure('c3').fast(4)`: 134 calls
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## WIL
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- Fraction.wholeCycle: returns a timespan for the whole cycle the given fraction is in. Fraction(n).wholeCycle -> TimeSpan(n.floor, n.floor+1)
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- e.g. `Fraction(0.5).wholeCycle` -> `TimeSpan(0, 1)`
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- TimeSpan.spanCycles: returns an array of whole cycle timespans that intersect with the given timespan
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- e.g. `TimeSpan(0.5, 1.5)` -> `[TimeSpan(0, 1), TimeSpan(1, 2)]`
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- pure: returns one Hap for spanCycles of query span. Hap will get wholeCycle as whole and query span as part
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- reify: turns non patterns into patterns using pure. makes sure you get a pattern
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## notes
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- slowcat -> sequence -> fastcat -> slowcat is a somewhat hidden recursion
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- slowcat -> pat_n can be negative and will then return an empty array. is that good? shouldn't pat_n be always a positive index?
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- slowcat offset: how to think about this?
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- slowcat: why add offset and sub it from the query span?
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