Unary multiplication is significantly cheaper than binary multiplication, requiring only one cell for unipolar cases and four cells (two AND-ORs, one merger, one inverter) for bipolar cases, making multiplication much more accessible and cost-effective in digital circuit design.
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Unary vs Binary Multiplier: Cheap Multiplication Explained! #shortsAdded:
In the unipolar case, which is what I showed you, we can do that with only one cell.
An AND-OR cell. So, now we've made multiplication so much cheaper than it used to be. Even in the bipolar case, which I didn't show you, but you know, it's the same logic, we can do we can multiply with four cells, two AND-ORs, one merger, one inverter.
And the whole thing just and multiplication now is just becomes so much cheaper. I promised you to quantify this trade-off and here it is.
Here we I'm we're comparing binary multiplier with a unary multiplier.
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