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change examples to use defn macro
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25
mad/calc.mad
25
mad/calc.mad
@ -10,46 +10,49 @@
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;;
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;;
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;; Define commands
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;; Define commands
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(def cmdAdd (fn (args) (apply + args)))
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(defn cmdAdd (args) (apply + args))
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(def cmdDiv (fn (args) (apply / args)))
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(defn cmdDiv (args) (apply / args))
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(def cmdMul (fn (args) (apply * args)))
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(defn cmdMod (args) (apply % args))
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(def cmdSub (fn (args) (apply - args)))
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(defn cmdMul (args) (apply * args))
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(def cmdHelp (fn (args) (str "Available commands: " (apply join ", " (keys cmdMap)))))
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(defn cmdSub (args) (apply - args))
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(defn cmdHelp (args) (str "Available commands: " (apply join ", " (keys cmdMap))))
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;; And we define a hash-map for command lookups with minimum number of arguments
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;; And we define a hash-map for command lookups with minimum number of arguments
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(def cmdMap {
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(def cmdMap {
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"add": [cmdAdd 2]
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"add": [cmdAdd 2]
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"div": [cmdDiv 2]
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"div": [cmdDiv 2]
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"mod": [cmdMod 2]
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"mul": [cmdMul 2]
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"mul": [cmdMul 2]
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"sub": [cmdSub 2]
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"sub": [cmdSub 2]
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"help": [cmdHelp 0]
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"help": [cmdHelp 0]
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})
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})
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;; Find the first command which starts with the given name, or null
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;; Find the first command which starts with the given name, or null
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(def findCmd (fn (name)
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(defn findCmd (name)
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(if (empty? name) null
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(if (empty? name) null
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(let (matches (filterh (fn (v k) (prefix? k name)) cmdMap))
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(let (matches (filterh (fn (v k) (prefix? k name)) cmdMap))
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(if (empty? matches) null
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(if (empty? matches) null
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(get matches (first (keys matches))))))))
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(get matches (first (keys matches)))))))
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;; Split input by spaces, find command that matches the first word
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;; Split input by spaces, find command that matches the first word
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;; and call it, giving the rest of the words as arguments.
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;; and call it, giving the rest of the words as arguments.
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(def parseInput (fn (inp)
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(defn parseInput (inp)
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(let (words (split " " inp) cname (first words) args (tail words) cmd (findCmd cname))
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(let (words (split " " inp) cname (first words) args (tail words) cmd (findCmd cname))
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(if (null? cmd) (print "Unknown command, try 'help'.")
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(if (null? cmd) (print "Unknown command, try 'help'.")
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(if (< (len args) (second cmd)) (print (str "Give at least 2 arguments to " cname "."))
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(if (< (len args) (second cmd)) (print (str "Give at least 2 arguments to " cname "."))
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((first cmd) args))))))
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((first cmd) args)))))
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;; Define a file for readline and load it
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;; Define a file for readline and load it
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(def readlineFile (str HOME "calc_history"))
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(def readlineFile (str HOME "calc_history"))
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(readline-load readlineFile)
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(readline-load readlineFile)
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;; Main loop: Read input from user, add it to readline, and parse it
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;; Main loop: Read input from user, add it to readline, and parse it
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(def mainLoop (fn () (let (inp (readline "> "))
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(defn mainLoop ()
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(let (inp (readline "[calc] "))
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(do (readline-add inp)
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(do (readline-add inp)
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(readline-save readlineFile)
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(readline-save readlineFile)
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(print (str (parseInput inp) EOL))
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(print (str (parseInput inp) EOL))
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true))))
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true)))
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;; Run it
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;; Run it
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(loop mainLoop)
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(loop mainLoop)
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@ -1,11 +1,11 @@
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;; Functions to calculate factorial
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;; Functions to calculate factorial
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;; Recursive version, not tail call optimized
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;; Recursive version, not tail call optimized
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(def recFact (fn (n) (if (< n 2) 1 (* n (recFact (dec n))))))
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(defn recFact (n) (if (< n 2) 1 (* n (recFact (dec n)))))
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;; Apply version
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;; Apply version
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(def applyFact (fn (n) (if (< n 2) 1 (apply * (range 1 (inc n))))))
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(defn applyFact (n) (if (< n 2) 1 (apply * (range 1 (inc n)))))
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;; Add documentation
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;; Add docstrings
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(doc recFact "Calculate the factor of n recursively.")
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(doc recFact "Calculate the factor of n recursively.")
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(doc applyFact "Calculate the factor of n iteratively using apply.")
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(doc applyFact "Calculate the factor of n iteratively using apply.")
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12
mad/fib.mad
12
mad/fib.mad
@ -1,16 +1,16 @@
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;; Functions to calculate Fibonacci numbers
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;; Functions to calculate Fibonacci numbers
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;; Slow recursive version
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;; Slow recursive version
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(def slowFib (fn (n) (if (< n 2) n (+ (slowFib (- n 1)) (slowFib (- n 2))))))
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(defn slowFib (n) (if (< n 2) n (+ (slowFib (- n 1)) (slowFib (- n 2)))))
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;; Return the sum of the last 2 numbers in a sequence
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;; Return the sum of the last 2 numbers in a sequence
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(def sumOfLast (fn (l) (+ (last l) (penult l))))
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(defn sumOfLast (l) (+ (last l) (penult l)))
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;; Faster version, return vector of n numbers, tail call optimized
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;; Faster version, return vector of n numbers, tail call optimized
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(def fibListRec (fn (n l) (if (< (len l) n) (fibListRec n (push l (sumOfLast l))) l)))
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(defn fibListRec (n l) (if (< (len l) n) (fibListRec n (push l (sumOfLast l))) l))
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(def fibList (fn (n) (fibListRec n [0 1])))
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(defn fibList (n) (fibListRec n [0 1]))
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(def fastFib (fn (n) (sumOfLast (fibList n))))
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(defn fastFib (n) (sumOfLast (fibList n)))
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;; Add documentation
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;; Add docstrings
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(doc slowFib "Return the nth number from the Fibonacci sequence recursively.")
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(doc slowFib "Return the nth number from the Fibonacci sequence recursively.")
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(doc fastFib "Return the nth number from the Fibonacci sequence iteratively.")
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(doc fastFib "Return the nth number from the Fibonacci sequence iteratively.")
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