Abstract: The system and method for securing scalar multiplication against simple power attacks (SPAs) delays required point additions in elliptic curve cryptosystem scalar multiplication. A buffer is used to store the points that will be added later until the buffer is full or the last bit of a multiplier k is inspected, Then, the stored points in the buffer are added to the accumulation point. The same procedure is repeated whenever the buffer is full again. This makes the power trace appears as a repeated sequence of consecutive point doubling followed by consecutive point additions. This makes it very difficult for an attacker to know the exact value of the inspected bit during the scalar multiplication process.

Abstract: The system and method for securing scalar multiplication against differential power attacks (DPAs) delays required point additions in elliptic curve cryptosystem scalar multiplication. A buffer is used to store the points that will be added later in a random manner. Then, a randomly selected one of the stored points in the buffer is added to the accumulation point, or several randomly selected points are added consecutively. This makes the power trace appear as a repeated sequence of consecutive point doubling followed by consecutive point additions, which makes it very difficult for an attacker to know the exact value of the inspected bit during the scalar multiplication process.

Abstract: The system and method for securing scalar multiplication against differential power attacks (DPAs) delays required point additions in elliptic curve cryptosystem scalar multiplication. A buffer is used to store the points that will be added later in a random manner. Then, a randomly selected one of the stored points in the buffer is added to the accumulation point, or several randomly selected points are added consecutively. This makes the power trace appear as a repeated sequence of consecutive point doubling followed by consecutive point additions, which makes it very difficult for an attacker to know the exact value of the inspected bit during the scalar multiplication process.

Abstract: The system and method for securing scalar multiplication against simple power attacks (SPAs) delays required point additions in elliptic curve cryptosystem scalar multiplication. A buffer is used to store the points that will be added later until the buffer is full or the last bit of a multiplier k is inspected, Then, the stored points in the buffer are added to the accumulation point. The same procedure is repeated whenever the buffer is full again. This makes the power trace appears as a repeated sequence of consecutive point doubling followed by consecutive point additions. This makes it very difficult for an attacker to know the exact value of the inspected bit during the scalar multiplication process.