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Re: [cgal-discuss] Fastest way of running hundreds of booleans


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  • From: aseverino <>
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  • Subject: Re: [cgal-discuss] Fastest way of running hundreds of booleans
  • Date: Mon, 2 Nov 2020 07:39:07 -0600 (CST)
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I have tried the divide and conquer method, but some booleans have been
failing.

Let's say I have 8 clones (disregard that one of them was the original):

C_1 + C_8 = R_1 (runs ok)
C_2 + C_7 = R_2 (runs ok)
C_3 + C_6 = R_3 (runs ok)
C_4 + C_5 = R_4 (runs ok)

But here it gets tricky. For some reason:

R_1 + R_4 = THIRD_1 (is unreliable, just like)
R_2 + R_3 = THIRD_2

And even if I get (inconsistently) through this part of the process
"unharmed", the "third generation" is very likely to crash the application:

THIRD_1 + THIRD_2 = very likely to crash

That is why I was asking if it's possible to minus the original model from
the clones directly in a parallel fashion.



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