Created
December 6, 2018 19:53
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Gives you what day it is
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;; given a date after Gregorian calendar being effective | |
;; returns the day of the week | |
;; input format: yyyymmdd | |
;; date->day-of-week: Nat -> Sym | |
(define (date->day-of-week date) | |
(cond [(= (w date) 0) 'Sunday] | |
[(= (w date) 1) 'Monday] | |
[(= (w date) 2) 'Tuesday] | |
[(= (w date) 3) 'Wednesday] | |
[(= (w date) 4) 'Thursday] | |
[(= (w date) 5) 'Friday] | |
[(= (w date) 6) 'Saturday])) | |
(date->day-of-week 20180926) "shall be" 'Wednesday | |
;; ......................................................... | |
;; parameters | |
;; shifted month m | |
(define (m date) | |
(cond [(> (- (quotient date 100) (* (quotient date 10000) 100)) 2) | |
(- (quotient date 100) (* (quotient date 10000) 100) 2)] | |
[else | |
(- (quotient date 100) (* (quotient date 10000) 100) -10)])) | |
;; day of month d | |
(define (d date) | |
(- date (* (quotient date 100) 100))) | |
;; shifted year yyyy | |
(define (yyyy date) | |
(cond [(>= (m date) 11) | |
(- (quotient date 10000) 1)] | |
[else | |
(quotient date 10000)])) | |
;; last two digits of yyyy y | |
(define (y date) | |
(- (yyyy date) (* (quotient (yyyy date) 100) 100))) | |
;; first two digits of yyyy c | |
(define (c date) | |
(quotient (yyyy date) 100)) | |
;; day of week w | |
(define (w date) | |
(modulo (+ (d date) (floor (- (* 2.6 (m date)) 0.2)) | |
(y date) (floor (/ (y date) 4)) | |
(floor (/ (c date) 4)) (* -2 (c date))) 7)) |
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