The max numeric instruction is used for getting the higher of two floating point numbers.
(module
(import "console" "log" (func $log (param f32)))
(func $main
;; load 10 and 2 onto the stack
f32.const 10
f32.const 2
f32.max ;; calculate the higher number
call $log ;; log the result
)
(start $main)
)const url = "{%wasm-url%}";
await WebAssembly.instantiateStreaming(fetch(url), { console });value_type.max
value_typeThe type of value the instruction is being run on. The following types support max:
f32f64v128 interpretations:f32x4f64x2maxThe max instruction. Must always be included after the value_type and a period (.).
[input1, input2] -> [output]
input1The first input value.
input2The second input value.
outputThe output value.
For a non-SIMD max, the inputs will be basic numeric values such as 3.0 or 3.5, and the output will be the larger of input1 and input2.
For a SIMD max, the inputs will be v128 value interpretations, for example f32x4 2.0 30 86.9 120. Each lane of the output pushed to the stack is the larger of the corresponding lanes in the input values.
| Instruction | Binary format | Example text => binary |
|---|---|---|
f32.max | 0x97 | f32.max => 0x97 |
f64.max | 0xa5 | f64.max => 0xa5 |
f32x4.max | 0xfd 233:u32 | f32x4.max => 0xfd 0xe9 0x01 |
f64x2.max | 0xfd 245:u32 | f64x2.max => 0xfd 0xf5 0x01 |
max exampleIn this example, we demonstrate using max to return the greater value of the same lane index from two SIMD values.
In our script, we grab a reference to a <p> element that we will output our result to, then define an object for import into Wasm containing a single function that writes a value to the output <p>. We then compile and instantiate our Wasm module using the WebAssembly.instantiateStreaming() method, importing the object in the process.
const outputElem = document.querySelector("p");
const obj = {
output(val) {
outputElem.textContent += val;
},
};
WebAssembly.instantiateStreaming(fetch("{%wasm-url%}"), {
obj,
});In our Wasm module, we first import the JavaScript output() function, making sure to declare that it has an f32 parameter. We then declare two SIMD f32x4 values, then use f32x4.max to return a new f32x4 value that contains the higher lane value out of the two inputs in each case. Finally we extract the value stored in lane 3 of the output value using the extract_lane instruction, and output it to the DOM by calling the imported output() function.
(module
;; Import output function
(import "obj" "output" (func $output (param f32)))
(func $main
;; load two SIMD values onto the stack
v128.const f32x4 20 0 1015 1000
v128.const f32x4 4 38 15 108
;; Return a new f32x4 containing the highest lane value in each case
f32x4.max
f32x4.extract_lane 3 ;; Extract a value from the result
call $output
)
(start $main)
)The output is as follows:
The result is 1000. This is because the value stored in lane 3 of the first input value is 1000, and the value stored in lane 3 of the second input value is 108. Since 1000 is greater than 108, the new f32x4 value outputted by the f32x4.max instruction has 1000 set in lane 3, which we then extract and output to the DOM.