Meiosis Documentation

Table of Contents

Quick Introduction to Streams

Before we start with Meiosis, we need a basic understanding of streams. Now, if you have worked with RxJS or other stream libraries and found it too complicated to work with all those stream operators, don't worry! The use of streams in Meiosis is minimal and simple. You only need to know two operators (map and scan), and you only need to use them in one place: at the top-level setup code. All of the rest of the code does not depend on streams.

A Flyd on the Wall

In Meiosis, I use Flyd because it is just like the use of streams in Meiosis: minimal and simple. If you use Mithril, then Mithril Streams work just as well. If you already know another stream library, using it should not be a problem either. Finally, you can also write your own stream implementation with just a handful of lines of code, as demonstrated in the Meiosis tutorial.

Page Setup

As with all of the examples in this Documentation, we start with a <div> in an HTML page where our app will be rendered:

<div id="app"></div>

Next, we'll render a number of <div>s within app to show output:

const element = document.getElementById("app");

const total = 4;

for (let n = 1; n <= total; n++) {
  element.innerHTML = element.innerHTML +
  "<div id='stream" + n + "'>Stream " + n + " values:</div>";

const log = number => value => {
  const streamElement = document.getElementById("stream" + number);
  streamElement.innerHTML = streamElement.innerHTML + " " + value;

This renders <div id='stream1'>Stream 1 values:</div>, and the same for 2 and 3. The log function takes the stream number and returns another function that, given a value, will append it to the innerHTML of the div. We'll be able to see values by calling this log function.

Our First Stream

With that setup out of the way, let's create our first stream:

const stream1 =;
const log1 = log(1);

Now, stream1 is a stream of values. We've also created log1 for convenience so that log1(value) will show value on our page.

To push a value onto the stream, we simply call stream1 as a function and pass it the value:


To read the last value from the stream, we call stream1 as a function but with no arguments:


If we call log1 with that value, we will see 5. This is the code so far:

const stream1 =;
const log1 = log(1);
log1(stream1()); // 5

If we call stream1 again with new value, it will be the value returned by calling stream1 with no arguments:

log1(stream1()); // 8

So far, so good. Now, let's look at the first of only two stream operators that we'll use, map.

Using map

We can call map(fn) on a stream to get another stream of values. What this does is call fn every time a value is pushed onto the stream. The result returned by fn is then pushed onto the resulting stream. For example:

const stream1 =;
const stream2 = => x * 10);
const log2 = log(2);
log2(stream2()); // 50

Since stream2 is the result of multiplying the values of stream1 by 10, and stream2() returns the last value of the stream, the result will be 50.

Because the function that we pass to map() is called every time a new value is pushed onto the stream, we can pass a function that does something:

const stream1 =;
const stream2 = => x * 10);
const log2 = log(2);;

Now that we are calling log2 for every new value of stream2, we will see 40 20 in the output.

Using scan

Besides map, the only other stream operator that we need to set up Meiosis is scan. If you are familiar with reduce, you will recognize that scan is like reduce except that it produces each value instead of just the final result.

The scan operator takes a function of 2 arguments, an initial value, and a source stream. I will refer the two parameters passed to the function as the accumulated value and the next value.

When a value arrives on the source stream, the function is called with the initial value as the accumulated value and the newly arrived value as the next value. The function returns a result. That result becomes the accumulated value. Another value arrives on the source stream, the function is called, and so on.

In other words, with scan you write a function that always gets the latest result and the next value, to produce a new latest result.

If this is not clear, hopefully a code example will help:

const amounts =;
const add = (total, next) => total + next;

const stream3 = flyd.scan(add, 0, amounts);
const log3 = log(3);;


We will see 0 2 5 9 in the output.

The initial value is 0, which we see in the output. When 2 is pushed onto the amounts stream, the add function gets called with (0, 2). Since the function returns the sum, we see 2 in the output. The next value on the stream is 3, so add is called with (2, 3) and we see 5 in the output. Finally, the last value on the amounts stream is 4, and add is invoked with (5, 4) to produce 9.

Accumulated vs next value

In the example above, both the accumulated value and the next value are numbers. It's important to understand that the accumulated value and the next value do not have to be of the same type. The function we pass to scan must always return a result of the same type as the accumulated type, since that will be the accumulated value on the next call. It's also expected that the values arriving on the source stream should be of the same type for every value, since these are always passed as the next type.

Again, let's look at an example to illustrate this:

const operations =;

const applyOperation = (total, nextOperation) => {
  if (nextOperation.operation === "add") {
    total = total + nextOperation.value;
  else if (nextOperation.operation === "sub") {
    total = total - nextOperation.value;
  return total;

const stream4 = flyd.scan(applyOperation, 0, operations);
const log4 = log(4);;

operations({ operation: "add", value: 4 });
operations({ operation: "sub", value: 6 });
operations({ operation: "add", value: 10 });
operations({ operation: "add", value: 5 });

This time, our initial and accumulated values are numbers, but the next value is an object indicating an operation and a value. Our function looks at the operation to determine whether it should add or subtract the value, then it returns the total.

This time, we will see 0 4 -2 8 13 in the output.

You can see the full code example and experiment with it below.

Principles / Takeaways

We Are Ready For Meiosis

Whew! I promise there will be a lot less theory from here on out. I just needed to make sure that we looked at streams, map, and scan, because we will use them to set up Meiosis.

Table of Contents

Meiosis is developed by @foxdonut00 / foxdonut and is released under the MIT license.