Call For Papers
32nd International Conference on Logic Programming
New York City, USA
October 17â21, 2016
http://software.imdea.org/Conferences/ICLP2016/
Conference Sco
Dear all
Is it possible to specify length of bool list of the existential quantifier.
I have following proof
* (?FA FB FC.*
* mux_list_imp (TL (num_BV_f (SUC (LENGTH y)) (BV_n (not_0 a) + 1)))
a** F FA /\*
* mux_list_imp (TL (num_BV_f (SUC (LENGTH y)) (BV_n (not_0 b) + 1)))
b** F
CFP: WADT 2016 - 23rd International Workshop on Algebraic Development Techniques
Link: http://cs.swan.ac.uk/wadt16/
When Sep 21, 2016 - Sep 24, 2016
Where Gregynog, UK
Submission Deadline June 3, 2016
Notification June 17, 2016
Final Version Due Jul
Hello everyone,
Professor Philippa Gardner (Imperial College London) is organising a
Royal Society Meeting on `Verified Trustworthy Software Systems’ on
4th-5th April with Mike Gordon (Cambridge), Greg Morrisett
(Harvard—>Cornell), Peter O’Hearn (Facebook) and Fred Schneider
(Cornell), and an asso
Hello everyone,
We are seeking two outstanding postdocs (one theoretical, one more
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Gardner, at Imp
It might be easier to avoid using TAKE_DROP_LENGTH
but instead try to simplify your subgoal using
LENGTH_TAKE_EQ and LENGTH_DROP
Then I think you'll have to instantiate your subgoal 0 once with p,q
and once with q,p
Cheers,
Jeremy
On 28/02/16 22:48, Ada wrote:
> Hey,guys
>
> I am learning to
Hey,guys
I am learning to use HOL4. Here are some questions about my proving:
g`!p q:bool list l:num list. (LENGTH p = LENGTH q) ==> (LENGTH (cx l p q) =
LENGTH p) `;
e (Induct_on `l`);
e (RW_TAC list_ss [cx_defn]);
- e (RW_TAC list_ss [cx_defn]);
OK..
1 subgoal:
> val it =