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No, you're missing my point; it's not about what happens "under the hood"; it's about the holistic properties of a FRP system. (Also, you don't need to explain FRP to me; I've implemented three FRP systems in two languages.)

A system if stateless by definition iff its observable behavior is independent of its input history over time. (This definition applies to disciplines other than computer science, BTW.) That is not true of any FRP system which generates behavior signals from event signals (as a database does), unless you want to execute said system over fixed data (your "list fold" example), therefore making time irrelevant, making the system non-interactive, and making the example uninteresting to the problem FRP is trying to solve.

Does a FRP description of a system eschew global mutable variables and non-local effects? Yes.

Does a FRP description of a system force state to be handled explicitly? Yes.

Do FRP languages encourage decoupling of state into small pieces? Yes.

Are FRP programs described by referentially transparent pieces? Yes.

Are useful FRP systems as a whole not stateful? Absolutely not.



Purity is, informally speaking, "same output for same input". If you start out with the same database and feed the same input in the same time intervals to a FRP program, the resulting database will always be the same, (i.e. if you view the database as a value).

In the real world, a database is of course stateful, but then again so are CPU registers. There's no fundamental difference.


If you start out with the same database and feed the same input in the same time intervals to a FRP program, the resulting database will always be the same, (i.e. if you view the database as a value).

You realize that's true of, like, every digital computing system ever, right?


That's not true. Functional purity means there are no side-effects. What you're describing is simple determinism.


A function like

  sqrt :: Double -> Double
is pure. Still, when evaluated on a CPU somewhere a register or a memory location gets mutated, i.e. it produces a side effect. In that sense nothing would be pure.

So if sqrt is pure, why is

  addUser :: User -> DB -> DB
impure?


Yes, that function is pure. Purity is a property of functions.

The system formed by that function being repeatedly applied to the value of DB over time is stateful. Statefulness is a property of systems.

Also, forget about CPU-level stuff. That's a straw man and is irrelevant to the discussion; everyone in this thread is talking about the holistic (i.e. system-level) definition of state, as that is what FRP manages.

Beside, the mathematical mechanism by which a stateful system (the CPU) can be considered to be holistically stateless (a purely functional program) is the exact same mechanism by which a stateless system (a functional description of a state machine) can be considered to be holistically stateful -- that is by the definition I gave above and will repeat below.

Again: the definition of a stateful system is one whose observable behavior is dependent on historical inputs. You are conflating this well-accepted notion of state with the independent concepts of referential transparency, (non)locality, and (non)determinism.


If you make a new database and return it without modifying the original, it's pure.


Datomic is an example of a database-as-a-value - http://www.infoq.com/presentations/Datomic-Database-Value




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