Abstract
Recently, it has been shown that the simple binary arithmetic and logical operations can be computed by the process of self assembly of DNA tiles, where artificially constructed 2D DNA nanostructures called tiles attach with one-another to form complex superstructures, and in the process compute the result of these operations. We show how the DNA self assembly process can be used for computing finite field multiplication and addition. Our method can be used to efficiently execute multiple computation of finite field arithmetic, parallely and at very low cost.
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