Benchmark: ruse compiler factorial 003

Script Preparation code:

NNN = 100

function v0 () {
 function voidf(k) { return k(undefined); };

function pk(x, y) {
    console.log("pk", x, y);
    return voidf;
}

function trampoline(thunk) {
    // console.log('trampoline start', thunk)
    while (thunk && typeof thunk === "function") {
        // console.log('boing');
        thunk = thunk();
    }
    return thunk
}

function add(a, b) {
    return a + b;
}

function times(a, b) {
    return a * b;
}

let program =
(function( kxx ) {  return (function(  ) {  return (function( k ) {  return k ( (function( kk, factorial_0 ) {  return (function(  ) {  return (function( kxx ) {  return (function(  ) {  return (function( k ) {  return k ( (function( kk, t_3 ) {  return (function(  ) {  return (function( kxx ) {  return (function(  ) {  return factorial_0 ( (function( v ) {  return (function(  ) {  return (function( k ) {  return k ( NNN ) ;}) ( (function( v0 ) {  return (function(  ) {  return (function( k ) {  return k ( 1 ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ( kk ) ;}) ;}) ) ;}) ( (function( v ) {  return (function(  ) {  return (function( k ) {  return (function(  ) {  factorial_0 = (function( k ) {  return k ( (function( kk, n_1, total_2 ) {  return (function(  ) {  return (function( k ) {  return (function( kpr ) {  return (function(  ) {  return n_1 ( (function( v0 ) {  return (function(  ) {  return (function( k ) {  return k ( 0 ) ;}) ( (function( v1 ) {  return kpr ( v0 === v1 ) ;}) ) ;}) ;}) ) ;}) ;}) ( (function( kif ) {  return /* if */ kif ? (function(  ) {  return total_2 ( k ) ;}) : (function(  ) {  return (function( kxx ) {  return (function(  ) {  return factorial_0 ( (function( v ) {  return (function(  ) {  return (function( kpr ) {  return (function(  ) {  return n_1 ( (function( v0 ) {  return (function(  ) {  return (function( k ) {  return k ( -1 ) ;}) ( (function( v1 ) {  return kpr ( add ( v0, v1 ) ) ;}) ) ;}) ;}) ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return (function( kpr ) {  return (function(  ) {  return n_1 ( (function( v0 ) {  return (function(  ) {  return total_2 ( (function( v1 ) {  return kpr ( times ( v0, v1 ) ) ;}) ) ;}) ;}) ) ;}) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ( k ) ;}) ;}) ) ;}) ( kk ) ;}) ;}) ) ;}); return k ( voidf ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ( kk ) ;}) ;}) ) ;}) ( (function( v ) {  return (function(  ) {  return voidf ( (function( v0 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;})
;

function output(x) {
    pk('output', x);
    return function() {};
}


trampoline(function() {return program (output);}); 
}

function v1strict() {
"use strict";

function voidf(k) { return k(undefined); };

function pk() {
    console.log.apply(console, arguments);
}

function trampoline(thunk) {
    // console.log('trampoline start', thunk)
    while (thunk && typeof thunk === "function") {
        // console.log('boing');
        thunk = thunk();
    }
    return thunk
}

function prepend(v, a) {
    // a.slice().unshift(0); // avoid mutation with copy
    a.unshift(v);
    return a;
}

function apply(func, args) {
    return func.apply(this, args);
}

function add(a, b) {
    return a + b;
}

function times(a, b) {
    return a * b;
}

let program =
(function( k ) {  return (function( k ) {  return k ( (function( k, fact_0 ) {  return (function( k ) {  return (function( k ) {  return k ( (function( k, t_3 ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return k ( NNN ) ;}) ( (function( v0 ) {  return (function( k ) {  return k ( 1 ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return (function( k ) {  return (function(  ) {  fact_0 = (function( k ) {  return k ( (function( k, n_1, total_2 ) {  return (function( k ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( 0 ) ;}) ( (function( v1 ) {  return k ( v0 === v1 ) ;}) ) ;}) ) ;}) ( (function( kif ) {  return /* if */ kif ? (function(  ) {  return total_2 ( k ) ;}) : (function(  ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( -1 ) ;}) ( (function( v1 ) {  return k ( add ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v0 ) {  return (function( k ) {  return total_2 ( (function( v0 ) {  return n_1 ( (function( v1 ) {  return k ( times ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ;}) ) ;}) ( k ) ;}) ) ;}); return k ( voidf ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return voidf ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;})
;

function output(x) {
    pk('output', x);
    return function() {};
}


trampoline(function() {return program (output);}); 
}

function v1() {
 function voidf(k) { return k(undefined); };

function pk() {
    console.log.apply(console, arguments);
}

function trampoline(thunk) {
    // console.log('trampoline start', thunk)
    while (thunk && typeof thunk === "function") {
        // console.log('boing');
        thunk = thunk();
    }
    return thunk
}

function prepend(v, a) {
    // a.slice().unshift(0); // avoid mutation with copy
    a.unshift(v);
    return a;
}

function apply(func, args) {
    return func.apply(this, args);
}

function add(a, b) {
    return a + b;
}

function times(a, b) {
    return a * b;
}

let program =
(function( k ) {  return (function( k ) {  return k ( (function( k, fact_0 ) {  return (function( k ) {  return (function( k ) {  return k ( (function( k, t_3 ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return k ( NNN ) ;}) ( (function( v0 ) {  return (function( k ) {  return k ( 1 ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return (function( k ) {  return (function(  ) {  fact_0 = (function( k ) {  return k ( (function( k, n_1, total_2 ) {  return (function( k ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( 0 ) ;}) ( (function( v1 ) {  return k ( v0 === v1 ) ;}) ) ;}) ) ;}) ( (function( kif ) {  return /* if */ kif ? (function(  ) {  return total_2 ( k ) ;}) : (function(  ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( -1 ) ;}) ( (function( v1 ) {  return k ( add ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v0 ) {  return (function( k ) {  return total_2 ( (function( v0 ) {  return n_1 ( (function( v1 ) {  return k ( times ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ;}) ) ;}) ( k ) ;}) ) ;}); return k ( voidf ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return voidf ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;})
;

function output(x) {
    pk('output', x);
    return function() {};
}


trampoline(function() {return program (output);}); 
}

function vanilla() {
   function factorial (n) {
    	return n === 0 ? 1 : n * factorial(n -1); 
   }
  
  console.log(factorial(NNN));
}

function tailcall() {
   function factorial (n, total) {
    	return n === 0 ? total : factorial(n - 1, total * n); 
   }
  
  console.log(factorial(NNN, 1))
}

​x
 
NNN = 100​function v0 () { function voidf(k) { return k(undefined); };​function pk(x, y) {    console.log("pk", x, y);    return voidf;}​function trampoline(thunk) {    // console.log('trampoline start', thunk)    while (thunk && typeof thunk === "function") {        // console.log('boing');        thunk = thunk();    }    return thunk}​function add(a, b) {    return a + b;}​function times(a, b) {    return a * b;}​let program =(function( kxx ) {  return (function(  ) {  return (function( k ) {  return k ( (function( kk, factorial_0 ) {  return (function(  ) {  return (function( kxx ) {  return (function(  ) {  return (function( k ) {  return k ( (function( kk, t_3 ) {  return (function(  ) {  return (function( kxx ) {  return (function(  ) {  return factorial_0 ( (function( v ) {  return (function(  ) {  return (function( k ) {  return k ( NNN ) ;}) ( (function( v0 ) {  return (function(  ) {  return (function( k ) {  return k ( 1 ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ( kk ) ;}) ;}) ) ;}) ( (function( v ) {  return (function(  ) {  return (function( k ) {  return (function(  ) {  factorial_0 = (function( k ) {  return k ( (function( kk, n_1, total_2 ) {  return (function(  ) {  return (function( k ) {  return (function( kpr ) {  return (function(  ) {  return n_1 ( (function( v0 ) {  return (function(  ) {  return (function( k ) {  return k ( 0 ) ;}) ( (function( v1 ) {  return kpr ( v0 === v1 ) ;}) ) ;}) ;}) ) ;}) ;}) ( (function( kif ) {  return /* if */ kif ? (function(  ) {  return total_2 ( k ) ;}) : (function(  ) {  return (function( kxx ) {  return (function(  ) {  return factorial_0 ( (function( v ) {  return (function(  ) {  return (function( kpr ) {  return (function(  ) {  return n_1 ( (function( v0 ) {  return (function(  ) {  return (function( k ) {  return k ( -1 ) ;}) ( (function( v1 ) {  return kpr ( add ( v0, v1 ) ) ;}) ) ;}) ;}) ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return (function( kpr ) {  return (function(  ) {  return n_1 ( (function( v0 ) {  return (function(  ) {  return total_2 ( (function( v1 ) {  return kpr ( times ( v0, v1 ) ) ;}) ) ;}) ;}) ) ;}) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ( k ) ;}) ;}) ) ;}) ( kk ) ;}) ;}) ) ;}); return k ( voidf ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;}) ( kk ) ;}) ;}) ) ;}) ( (function( v ) {  return (function(  ) {  return voidf ( (function( v0 ) {  return (function(  ) {  return v ( kxx, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ;}) ) ;}) ;});​function output(x) {    pk('output', x);    return function() {};}​​trampoline(function() {return program (output);}); }​function v1strict() {"use strict";​function voidf(k) { return k(undefined); };​function pk() {    console.log.apply(console, arguments);}​function trampoline(thunk) {    // console.log('trampoline start', thunk)    while (thunk && typeof thunk === "function") {        // console.log('boing');        thunk = thunk();    }    return thunk}​function prepend(v, a) {    // a.slice().unshift(0); // avoid mutation with copy    a.unshift(v);    return a;}​function apply(func, args) {    return func.apply(this, args);}​function add(a, b) {    return a + b;}​function times(a, b) {    return a * b;}​let program =(function( k ) {  return (function( k ) {  return k ( (function( k, fact_0 ) {  return (function( k ) {  return (function( k ) {  return k ( (function( k, t_3 ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return k ( NNN ) ;}) ( (function( v0 ) {  return (function( k ) {  return k ( 1 ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return (function( k ) {  return (function(  ) {  fact_0 = (function( k ) {  return k ( (function( k, n_1, total_2 ) {  return (function( k ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( 0 ) ;}) ( (function( v1 ) {  return k ( v0 === v1 ) ;}) ) ;}) ) ;}) ( (function( kif ) {  return /* if */ kif ? (function(  ) {  return total_2 ( k ) ;}) : (function(  ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( -1 ) ;}) ( (function( v1 ) {  return k ( add ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v0 ) {  return (function( k ) {  return total_2 ( (function( v0 ) {  return n_1 ( (function( v1 ) {  return k ( times ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ;}) ) ;}) ( k ) ;}) ) ;}); return k ( voidf ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return voidf ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;});​function output(x) {    pk('output', x);    return function() {};}​​trampoline(function() {return program (output);}); }​function v1() { function voidf(k) { return k(undefined); };​function pk() {    console.log.apply(console, arguments);}​function trampoline(thunk) {    // console.log('trampoline start', thunk)    while (thunk && typeof thunk === "function") {        // console.log('boing');        thunk = thunk();    }    return thunk}​function prepend(v, a) {    // a.slice().unshift(0); // avoid mutation with copy    a.unshift(v);    return a;}​function apply(func, args) {    return func.apply(this, args);}​function add(a, b) {    return a + b;}​function times(a, b) {    return a * b;}​let program =(function( k ) {  return (function( k ) {  return k ( (function( k, fact_0 ) {  return (function( k ) {  return (function( k ) {  return k ( (function( k, t_3 ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return k ( NNN ) ;}) ( (function( v0 ) {  return (function( k ) {  return k ( 1 ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return (function( k ) {  return (function(  ) {  fact_0 = (function( k ) {  return k ( (function( k, n_1, total_2 ) {  return (function( k ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( 0 ) ;}) ( (function( v1 ) {  return k ( v0 === v1 ) ;}) ) ;}) ) ;}) ( (function( kif ) {  return /* if */ kif ? (function(  ) {  return total_2 ( k ) ;}) : (function(  ) {  return (function( k ) {  return fact_0 ( (function( v ) {  return (function( k ) {  return n_1 ( (function( v0 ) {  return (function( k ) {  return k ( -1 ) ;}) ( (function( v1 ) {  return k ( add ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v0 ) {  return (function( k ) {  return total_2 ( (function( v0 ) {  return n_1 ( (function( v1 ) {  return k ( times ( v0, v1 ) ) ;}) ) ;}) ) ;}) ( (function( v1 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}), (function( kv ) {  return kv ( v1 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ) ;}) ( k ) ;}) ;}) ) ;}) ( k ) ;}) ) ;}); return k ( voidf ) ;}) ;}) ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;}) ( k ) ;}) ) ;}) ( (function( v ) {  return voidf ( (function( v0 ) {  return (function(  ) {  return v ( k, (function( kv ) {  return kv ( v0 ) ;}) ) ;}) ;}) ) ;}) ) ;});​function output(x) {    pk('output', x);    return function() {};}​​trampoline(function() {return program (output);}); }​function vanilla() {   function factorial (n) {        return n === 0 ? 1 : n * factorial(n -1);    }    console.log(factorial(NNN));}​function tailcall() {   function factorial (n, total) {        return n === 0 ? total : factorial(n - 1, total * n);    }    console.log(factorial(NNN, 1))}

Tests:

v0
v0()
v0()
v1 use strict
v1strict()
v1strict()
v1
v1()
v1()
tailcall
tailcall()
tailcall()
vanilla
vanilla()
vanilla()

Rendered benchmark preparation results:

Suite status: <idle, ready to run>

Previous results

Experimental features:

Memory measurements supported only in Chrome.
For precise memory measurements Chrome must be launched with --enable-precise-memory-info flag.
More information: Monitoring JavaScript Memory

Test case name	Result
v0
v1 use strict
v1
tailcall
vanilla

Fastest: N/A

Slowest: N/A

Latest run results:

Run details: (Test run date: 5 years ago)

User agent: Mozilla/5.0 (X11; Ubuntu; Linux x86_64; rv:68.0) Gecko/20100101 Firefox/68.0

Browser/OS: Firefox 68 on Ubuntu

View result in a separate tab

Test name	Executions per second
v0	5969.1 Ops/sec
v1 use strict	9287.0 Ops/sec
v1	9173.7 Ops/sec
tailcall	22388.2 Ops/sec
vanilla	22007.0 Ops/sec

Autogenerated LLM Summary (model llama3.2:3b, generated 6 months ago):

The code you provided is a JavaScript benchmarking test, and it appears to be testing the performance of two different implementations of the factorial function: vanilla() and tailcall(). The test also includes benchmarks for four other functions: v0(), v1strict(), v1(), and tailcall().

To answer your question, I will provide an analysis of the benchmark results.

Test 1: v0

The benchmark result shows that the v0() function takes approximately 5969.15 executions per second on Firefox 68.
This is likely due to the fact that v0() uses a simple recursive approach with no optimization or tail call optimization (TCO).

Test 2: v1strict

The benchmark result shows that the v1strict() function takes approximately 9286.95 executions per second on Firefox 68.
This is likely due to the fact that v1strict() uses a strict mode implementation with TCO, which allows for more efficient recursive calls.

Test 3: v1

The benchmark result shows that the v1() function takes approximately 9173.72 executions per second on Firefox 68.
This is likely due to the fact that v1() uses a non-strict mode implementation with TCO, which allows for more efficient recursive calls.

Test 4: tailcall

The benchmark result shows that the tailcall() function takes approximately 22388.23 executions per second on Firefox 68.
This is likely due to the fact that tailcall() uses a special optimization technique that allows for tail call elimination, which can lead to significant performance improvements.

Test 5: vanilla

The benchmark result shows that the vanilla() function takes approximately 22007.02 executions per second on Firefox 68.
This is likely due to the fact that vanilla() uses a standard recursive implementation without any optimizations or TCO.

In summary, the results suggest that:

tailcall() and v1strict() are the fastest implementations, followed by vanilla().
v1 and v0() have similar performance characteristics, with v1() being slightly faster.
The use of strict mode and TCO can lead to significant performance improvements.

Please note that these results may not be representative of your specific use case or environment.

LLMs can make mistakes. Check important info.

The code you provided is a JavaScript benchmarking test, and it appears to be testing the performance of two different implementations of the factorial function: `vanilla()` and `tailcall()`. The test also includes benchmarks for four other functions: `v0()`, `v1strict()`, `v1()`, and `tailcall()`.

To answer your question, I will provide an analysis of the benchmark results.

**Test 1: v0**

* The benchmark result shows that the `v0()` function takes approximately 5969.15 executions per second on Firefox 68.
* This is likely due to the fact that `v0()` uses a simple recursive approach with no optimization or tail call optimization (TCO).

**Test 2: v1strict**

* The benchmark result shows that the `v1strict()` function takes approximately 9286.95 executions per second on Firefox 68.
* This is likely due to the fact that `v1strict()` uses a strict mode implementation with TCO, which allows for more efficient recursive calls.

**Test 3: v1**

* The benchmark result shows that the `v1()` function takes approximately 9173.72 executions per second on Firefox 68.
* This is likely due to the fact that `v1()` uses a non-strict mode implementation with TCO, which allows for more efficient recursive calls.

**Test 4: tailcall**

* The benchmark result shows that the `tailcall()` function takes approximately 22388.23 executions per second on Firefox 68.
* This is likely due to the fact that `tailcall()` uses a special optimization technique that allows for tail call elimination, which can lead to significant performance improvements.

**Test 5: vanilla**

* The benchmark result shows that the `vanilla()` function takes approximately 22007.02 executions per second on Firefox 68.
* This is likely due to the fact that `vanilla()` uses a standard recursive implementation without any optimizations or TCO.

In summary, the results suggest that:

* `tailcall()` and `v1strict()` are the fastest implementations, followed by `vanilla()`.
* `v1` and `v0()` have similar performance characteristics, with `v1()` being slightly faster.
* The use of strict mode and TCO can lead to significant performance improvements.

Please note that these results may not be representative of your specific use case or environment.

Related benchmarks:

ruse compiler factorial 003 (version: 0)

Comparing performance of: v0 vs v1 use strict vs v1 vs tailcall vs vanilla

Created: 5 years ago by: Guest

Jump to the latest result

v0

v1 use strict

v1

tailcall

vanilla

Suite status: <idle, ready to run>

Experimental features:

Fastest: N/A

Slowest: N/A

Autogenerated LLM Summary (model llama3.2:3b, generated 6 months ago):