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			90 lines
		
	
	
		
			5.2 KiB
		
	
	
	
		
			Markdown
		
	
	
	
	
	
| ---
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| title: Clojure   Looprecur
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| ---
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| You may need to understand [`if`](//forum.freecodecamp.com/t/clojure-conditionals/18412) and [`let`](//forum.freecodecamp.com/t/clojure-create-local-variables-with-let/18415) to fully grasp recursion in Clojure.
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| 
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| ## `for` and `while`
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| 
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| Clojure does not have for loops or while loops. This makes sense, if you think about it. A `for` loop changes a variable, and that's not allowed in Clojure.
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| 
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|     for (var i = 0; i < 10; i++) {
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|       console.log(i);
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|     }
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| 
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| `i++` means that we add one to the variable `i` every time the loop finishes -- a clear example of a variable being mutated.
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| 
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| `while` loops are less obviously reliant on changing variables, but they are, just as much as for loops are.
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| 
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|     var i = 0;
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|     while (i < 10) {
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|       console.log(i);
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|       i++;
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|     }
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| 
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| `while` loops always have a condition, like `i < 10`, and will break if that condition is no longer true. This means that they have to have some kind of side effect (like adding 1 to `i`) so that the condition will eventually be false; otherwise, the loop would last forever.
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| 
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| ## Recursion
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| 
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| Thankfully, Clojure does have one loops of some kind. These loops use recursion -- a function that calls itself. The simplest recursive algorithm is one to find a positive number factorial (5 factorial, for example, equals `5 * 4 * 3 * 2`).
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| 
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|     (defn fact [x]
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|       (loop [n x prod 1] ;; this works just like a 'let' binding.
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|         (if (= 1 n)  ;; this is the base case.
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|           prod
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|           (recur (dec n) (* prod n)))))
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| 
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|  <a href='https://ideone.com/3iP3tI' target='_blank' rel='nofollow'>IDEOne it!</a>
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| 
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| You'll notice that `(loop [n x prod 1] ...)` looks quite similar to a `let` binding. It actually works in just the same way -- here, we bind `n` to `x`, and `prod` to 1.
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| 
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| Every recursive function has a "base case". This is the condition that makes the loop stop looping. In this case, our loop stops if `n = 1`, and returns `prod`. If `n` isn't equal to 1, then the loop recurs.
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| 
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|     (recur (dec n) (* prod n))
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| 
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| This `recur` function restarts the loop, but with different bindings. This time, `n` isn't bound to `x`, but is instead bound to `(dec n)` (which means `decrement n`, or `n - 1`), and `prod` is bound to `(* prod n)`.
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| 
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| So when we call the function, this is what happens:
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| 
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|     (fact 5)
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|     ; Loop 1: 5 != 1, so the loop recurs with 4 (5 - 1) and 5 (1 * 5).
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|     ; Loop 2: 4 != 1, so the loop recurs with 3 (4 - 1) and 20 (5 * 4).
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|     ; Loop 3: 3 != 1, so the loop recurs with 2 (3 - 1) and 60 (20 * 3).
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|     ; Loop 4: 2 != 1, so the loop recurs with 1 (2 - 1) and 120 (60 * 2).
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|     ; Loop 5: 1 == 1, so the function returns prod, which is now equal to 120.
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|     ; => 120
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| 
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| The ingenious thing about recursion is that the variables themselves are never changed. The only thing that changes is what `n` and `prod` _refer to_. We never say, `n--`, or `n += 2`.
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| 
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| ## Why use loop/recur?
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| 
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| You might be wondering why you would use `loop/recur` rather than simply defining a function that calls itself. Our factorial function could have been written like this:
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| 
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|     (defn fact-no-loop [n]
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|       (if (= 1 n)
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|         1
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|         (* n (fact-no-loop (dec n)))))
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| 
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| This is more concise, and works in a similar way. Why would you _ever_ use loop and recur?
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| 
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| ### Tail Call Optimization
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| 
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| If you use `loop/recur`, then the compiler (the software that turns Clojure code into JVM bytecode) knows that you want to create a recursive loop. This means that it tries its hardest to optimize your code for recursion. Let's compare the speed of `fact` and `fact-no-loop`:
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| 
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|     (time (fact 20))
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|     ; => "Elapsed time: 0.083927 msecs"
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|     ;    2432902008176640000
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|     (time (fact-no-loop 20))
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|     ; => "Elapsed time: 0.064937 msecs"
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|     ;    2432902008176640000
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| 
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|  <a href='https://ideone.com/tpC0Xo' target='_blank' rel='nofollow'>IDEOne it!</a>
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| 
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| At this scale, the difference is negligible. In fact, `fact-no-loop` is occasionally faster than `fact` due to the unpredictable nature of computer memory. However, on a larger scale, this kind of optimization can make your code much, much quicker.
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| 
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| ### Nesting Recursion Within functions
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| 
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| `fact-no-loop` works without `loop/recur` because the entire function is recursive. What if we wanted part of our function to use a recursive loop, and then the rest of it to do something non-recursive? We'd have to define two entirely separate functions. Using `loop/recur` lets us use a little anonymous function instead.
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| 
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| | [ Previous](//forum.freecodecamp.com/t/clojure-create-local-variables-with-let/18415) | [ Home ](//forum.freecodecamp.com/t/clojure-resources/18422) | Next |  
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| | [Let Bindings](//forum.freecodecamp.com/t/clojure-create-local-variables-with-let/18415) | [Table of Contents](//forum.freecodecamp.com/t/clojure-resources/18422) | To Be Added |
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