ALG to RPN> yard algorithm
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01-28-2016, 04:55 PM
(This post was last modified: 01-29-2016 11:25 AM by compsystems.)
Post: #1
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ALG to RPN> yard algorithm
Original description of the Shunting yard algorithm
http://www.cs.utexas.edu/~EWD/MCReps/MR35.PDF and good book "Structure and Interpretation of Computer Programs with LISP" http://deptinfo.unice.fr/~roy/sicp.pdf |
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01-28-2016, 08:14 PM
Post: #2
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RE: ALG to RPN> yard algorithm
(01-28-2016 04:55 PM)compsystems Wrote: Original description of the Shunting yard algorithm Thanks for sharing these links! --Bob Prosperi |
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07-02-2022, 07:37 AM
Post: #3
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RE: ALG to RPN> yard algorithm
This algorithm is used in the Algebraic Operation System (AOS) program for the HP-41C.
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07-02-2022, 11:39 AM
(This post was last modified: 07-02-2022 11:42 AM by John Keith.)
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RE: ALG to RPN> yard algorithm
(01-28-2016 04:55 PM)compsystems Wrote: "Structure and Interpretation of Computer Programs with LISP" http://deptinfo.unice.fr/~roy/sicp.pdf This link returns 404- File not found. Never mind- just realized how old the original post was. |
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07-02-2022, 01:51 PM
(This post was last modified: 07-02-2022 01:54 PM by cdmackay.)
Post: #5
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RE: ALG to RPN> yard algorithm
Seems to be here: https://web.mit.edu/6.001/6.037/sicp.pdf
also: https://github.com/sarabander/sicp-pdf assuming this is the same book, of course, which it may not be. Cambridge, UK 41CL/DM41X 12/15C/16C DM15/16 17B/II/II+ 28S 42S/DM42 32SII 48GX 50g 35s WP34S PrimeG2 WP43S/pilot/C47 Casio, Rockwell 18R |
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07-04-2022, 03:24 PM
Post: #6
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RE: ALG to RPN> yard algorithm
(07-02-2022 01:51 PM)cdmackay Wrote: Seems to be here: https://web.mit.edu/6.001/6.037/sicp.pdf That's the one, thanks! |
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07-04-2022, 03:50 PM
Post: #7
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RE: ALG to RPN> yard algorithm
For those preferring the SICP video lectures to HP employees from 1986.
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07-05-2022, 06:08 AM
(This post was last modified: 07-05-2022 06:09 AM by EdS2.)
Post: #8
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RE: ALG to RPN> yard algorithm
Thanks - the series of lectures can be seen in this playlist on YouTube:
MIT 6.001 Structure and Interpretation Quote:This course introduces students to the principles of computation. Upon completion of 6.001, students should be able to explain and apply the basic methods from programming languages to analyze computational systems, and to generate computational solutions to abstract problems. Substantial weekly programming assignments are an integral part of the course. |
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