A complementary theory of Boolean integral calculus (German: Boolescher Integralkalkül) has been developed as well.
Sebuah teori pelengkap kalkulus integral Boolean (bahasa Jerman: Boolescher Integralkalkülcode: de is deprecated ) telah dikembangkan juga.
The differentials d x i } of a Boolean variable x i } models the relation:
Diferensial d x i } dari variabel Boole x i } menggambarkan relasi berikut:
d x i{ 0 , no change of x i 1 , change of x i{\begin{cases}0,&{\text{no change of }}x_{i}\\1,&{\text{change of }}x_{i}\end{cases}}} There are no constraints in regard to the nature, the causes and consequences of a change.
d x i{ 0 , tidak ada perubahan x i 1 , perubahan x i{\begin{cases}0,&{\text{tidak ada perubahan }}x_{i}\\1,&{\text{perubahan }}x_{i}\end{cases}}} dengan diferensial
The differentials d x i } are binary.
d x i } adalah biner, yang dapat dipakai seperti variabel biner biasa.
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Per Templat:DNB-IDN this hardcover edition has been rereleased as softcover edition in 2010.)
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Archived from the original on 2017-10-31.
Diarsipkan dari asli tanggal 2017-10-31.