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Stack the states computer
Stack the states computer






stack the states computer

Immutable state is state that cannot be changed. Mutable state is state that can be changed after you make the object (cookie). The color of that cookie is part of its state, as are the other properties.

stack the states computer

Let's say one of the properties of the cookie is its color (which can be changed by using food coloring). You can create a cookie (instantiate an object) using the cookie cutter (class). State is simply information about something held in memory.Īs a simple exercise in object orientation, think of a class as a cookie cutter, and cookies as objects. using higher-order functions such as map and filter.

stack the states computer

  • Approach 2 is more modular in that it allows to easily produce views on the state that are independent of the state itself, e.g.
  • partial state updates): by defining an explicit function that produces a new state from an old one it is easier to distinguish between snapshots produced at different points in time.
  • Approach 2 can help to prevent inconsistent state errors (e.g.
  • Approach 1 implicitly pushes the new state to all the parts of a program holding a reference to it, approach 2 would need some mechanism to push a snapshot to its observers, e.g.
  • Approach 1 consumes less memory and allows to construct a new snapshot more efficiently since it involves no copying.
  • Unused snapshots can be garbage-collected when they are no longer needed.Īdvantages / disadvantages of the two approaches In this case, each snapshot is stored at a different memory location, and the program can examine different snapshots at the same time. ( Here you can find an interesting talk about this place-oriented programming approach.)Īn alternative is to view the subsequent states (history) of an entity as a stream (possibly infinite sequence) of values, see e.g. Overwriting a memory location is a destructive operation that replaces a snapshot with a new one. This solution normally uses memory locations to store the current snapshot. Mutable state is then implemented using assignment: each assignment operation replaces the previous snapshot with a new one. to store the current snapshot of a state. The most common implementation is to store the state of an entity in some kind of variables (global variables, object member variables), i.e. Otherwise, you say that the state is immutable. If the values of the properties attached to a given entity change over time, you say that the state of that entity is mutable. It does not make sense to speak about the identity of something that does not exist yet / any more. Well, as long as the entity exists, of course: a car may be created and destroyed, but it will keep its identity throughout its lifetime. Note that the state of an entity can change, but its identity does not change by definition. Tomorrow I will have it repainted in black and the new state will be ("colour", "black") So, you can say that today, my car has state ("colour", "blue")

    stack the states computer

    State is not only associated to a particular entity, but also to a particular point in time. The pair ("colour", "blue") is a pure value describing the state of that particular car. You can describe this fact by associating the pair ("colour", "blue") E.g., my car has the property of being blue. Given these things with identity, you can attach properties to them, described by pure values. For example, two cars of the same model, same colour. Identity is a primitive idea: it means you can distinguish two things regardless of any other properties they may have. In order to have state you have to consider a world in which these pure values are associated to some kind of entities that possess an identity. In five million years from now, the string "HELLO" will still be the string "HELLO": a pure value. As another example, the string "HELLO" is a sequence of five characters, and it is completely described by the characters it contains and the sequence in which they appear. You have state when you associate values (numbers, strings, complex data structures) to an identity and a point in time.įor example, the number 10 by itself does not represent any state: it is just a well-defined number and will always be itself: the natural number 10.








    Stack the states computer