Cryptography is the process that converts ordinary text into unintelligible text and vice versa. Elliptic curve cryptography (ECC) is a technique that is based on keys for data encryption. ECC is an encryption algorithm that can provide a strong security level using a relatively smaller key size when compared to the existing RSA (Ron rivest, Adi Shamir and Leonard Adleman) algorithms. In the existing ECCs, it is difficult to construct a united platform for on-board devices with processors of different instruction lengths. Therefore, to solve this problem, the proposed work suggests a dynamic scalable elliptic curve cryptosystem.
A curve list with different security levels is generated and preserved for synchronising the curve in use. In the proposed system, new elliptic curves are constructed with the validated security level and scalable structure. Pseudo-Mersenne and Montgomery friendly primes are considered to enhance the performance of the base field arithmetic. The parameter assignment process is allocated to select the group with shared parameters that construct a secure curve. The user picks a random nonce and calculates the verification information. If an adversary tries to alter the message, then the user will reject the request and initializes the conversation with the default curve.
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