Blockchain Public-Private Key Signatures: Verification, Encryption, and Decryption Processes

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Public and Private Keys

Bitcoin uses the ECDSA digital signature algorithm, an asymmetric encryption method. Asymmetric encryption involves paired keys: public and private keys.

Public Key: Shared openly for digital verification and encryption.
Private Key: Kept securely by the owner for digital signing and decryption.

Below is a simplified explanation of the underlying principles—without delving into specific algorithmic implementations.


Encryption and Decryption

Setup

Encryption Process

  1. Message Digest:
    Digest = G * X
  2. Digital Signature:
    Encryption = K * X + Message
  3. Send Digest and Encryption to the recipient.

Decryption Process

Message = Encryption - K * X


Digital Signatures & Verification

Setup

Signing Process

  1. Compute temporary public key: R = r * G.
  2. Generate signature:
    Signature = [detailed formula] (omitted for brevity).
  3. Send R, Message, and Signature to the recipient.

Verification Process

Verification checks if the computed r * G matches the received R using:

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FAQ

Q1: Why use asymmetric encryption in blockchain?
Asymmetric encryption ensures secure transactions without exposing private keys, enabling trustless verification.

Q2: How does ECDSA enhance Bitcoin security?
ECDSA provides robust mathematical security, making private key forgery computationally infeasible.

Q3: What happens if a private key is lost?
Lost private keys render associated assets irrecoverable—underscoring the need for secure storage.

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