digitalmars.D.learn - How create a operator tree?
- Namespace (8/8) Aug 16 2012 Is there a simple function to create an operator tree of a term?
- Namespace (6/14) Aug 16 2012 That seems to work: http://dpaste.dzfl.pl/95dccfa4
- Dmitry Olshansky (11/27) Aug 17 2012 I do suspect you want Polish notation (and it does describe tree).
- Namespace (2/2) Aug 17 2012 o_O
- Dmitry Olshansky (5/7) Aug 17 2012 In short - sure thing there is, but if you want arbitrarily deep nested
- Timon Gehr (10/12) Aug 17 2012 I hacked together the following little parser (not extensively tested).
- Timon Gehr (2/14) Aug 17 2012 (the first while loop is superfluous)
- Namespace (2/18) Aug 17 2012 Genial. Exactly what I'm looking for. Thanks!
Is there a simple function to create an operator tree of a term? For example: Term: 4 + 5 * 8 Tree: [*, 5, 8, +, 4] Or: Term: 2 * 2 + 2: Tree: [*, 2, 2, +, 2]
Aug 16 2012
On Thursday, 16 August 2012 at 22:05:44 UTC, Namespace wrote:Is there a simple function to create an operator tree of a term? For example: Term: 4 + 5 * 8 Tree: [*, 5, 8, +, 4] Or: Term: 2 * 2 + 2: Tree: [*, 2, 2, +, 2]That seems to work: http://dpaste.dzfl.pl/95dccfa4 But it's more of a quick and dirty solution of me. Does anyone know, how can i do it more elegant? P.S.: Exists such "Diff" function as i used there in the standard library? I think something like that would be very useful.
Aug 16 2012
On 17-Aug-12 03:41, Namespace wrote:On Thursday, 16 August 2012 at 22:05:44 UTC, Namespace wrote:I do suspect you want Polish notation (and it does describe tree). Though in this respect the above is equivalent to + * 2 2 2Is there a simple function to create an operator tree of a term? For example: Term: 4 + 5 * 8 Tree: [*, 5, 8, +, 4] Or: Term: 2 * 2 + 2: Tree: [*, 2, 2, +, 2]That seems to work: http://dpaste.dzfl.pl/95dccfa4 But it's more of a quick and dirty solution of me. Does anyone know, how can i do it more elegant?Wait, wait, wait. regex is not the ultimate answer put it aside for a moment please :) What you need is a proper operator precedence parser: http://en.wikipedia.org/wiki/Shunting-yard_algorithm or even simpler recursive descent parser.P.S.: Exists such "Diff" function as i used there in the standard library? I think something like that would be very useful.-- Olshansky Dmitry
Aug 17 2012
o_O I was hoping that there is a shorter way than this.
Aug 17 2012
On 17-Aug-12 12:38, Namespace wrote:o_O I was hoping that there is a shorter way than this.In short - sure thing there is, but if you want arbitrarily deep nested parenthesis then no. -- Olshansky Dmitry
Aug 17 2012
On 08/17/2012 10:38 AM, Namespace wrote:o_O I was hoping that there is a shorter way than this.I hacked together the following little parser (not extensively tested). http://dpaste.dzfl.pl/e616692e It transforms the input expression into polish notation, ignoring space characters. Note that it is significantly shorter than the regex attempt. It handles numbers, unary +, -, binary +, -, *, /, ^, where ^ associates to the right, as well as nested parentheses. It should be trivial to extend. (in this case you might want to generate the switch cases automatically from the operator precedence table.)
Aug 17 2012
On 08/17/2012 02:55 PM, Timon Gehr wrote:On 08/17/2012 10:38 AM, Namespace wrote:(the first while loop is superfluous)o_O I was hoping that there is a shorter way than this.I hacked together the following little parser (not extensively tested). http://dpaste.dzfl.pl/e616692e It transforms the input expression into polish notation, ignoring space characters. Note that it is significantly shorter than the regex attempt. It handles numbers, unary +, -, binary +, -, *, /, ^, where ^ associates to the right, as well as nested parentheses. It should be trivial to extend. (in this case you might want to generate the switch cases automatically from the operator precedence table.)
Aug 17 2012
On Friday, 17 August 2012 at 12:55:24 UTC, Timon Gehr wrote:On 08/17/2012 10:38 AM, Namespace wrote:Genial. Exactly what I'm looking for. Thanks!o_O I was hoping that there is a shorter way than this.I hacked together the following little parser (not extensively tested). http://dpaste.dzfl.pl/e616692e It transforms the input expression into polish notation, ignoring space characters. Note that it is significantly shorter than the regex attempt. It handles numbers, unary +, -, binary +, -, *, /, ^, where ^ associates to the right, as well as nested parentheses. It should be trivial to extend. (in this case you might want to generate the switch cases automatically from the operator precedence table.)
Aug 17 2012