Boolean products

Because it is designed to capture a certain operation of relations, Boolean multiplication is unusually defined. In this video we fully construct the Boolean matrix product.

[earfunk]

Great video ... what makes it really great is you give a practical example of how Boolean products are used. Others just either calculate the value (which is ok). But ... there are others actually doing it wrong (i.e. multiplying ones and zeros, then adding, as if the matrix is not boolean ... and of course leaving out the cases when sum > 1). I was suspicious of the video that did that ... so I kept looking ... and found other videos that where consistent (covers all cases due to valid definition of the function) ... with your video being the best for previously stated reason. Most grateful, thanks.

[juanignaciocarrizo]

Thank you for sharing this, it was really helpful.

[abolfazl]

Thank you so much. It really helped. It was exactly what i've been looking for❤

[lally]

Thanks alot! very clear explanation and it helped me

[bestyoueverhad.]

lost me on the second row, i'm getting 1, 2, 0(i could be wrog but iv'e spent 30 mins redoing it and thinking i'm getting (010 first row) the (1, 2, 0 second row)

[Shiroyashasama]

You kinda speeded at the end and I lost you. Idk how the last values were calculated.