Created
February 13, 2013 15:00
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diagrams to keep my head straight while parsing infix binary operators
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A && B || C && D | |
(A && B) || (C && D) | |
|| | |
/ \ | |
/ \ | |
&& && | |
/ \ / \ | |
A B C D | |
A || B && C || D | |
(A || (B && C)) || D | |
|| | |
/ \ | |
|| D | |
/ \ | |
A && | |
/ \ | |
B C | |
A && B && C && D | |
((A && B) && C) && D | |
&& | |
/ \ | |
&& D | |
/ \ | |
&& C | |
/ \ | |
A B | |
A ** B ** C ** D | |
A ** (B ** (C ** D)) | |
** | |
/ \ | |
A ** | |
/ \ | |
B ** | |
/ \ | |
C D | |
A + B ** C * D | |
A + ((B ** C) * D) | |
+ | |
/ \ | |
A * | |
/ \ | |
** D | |
/ \ | |
B C |
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