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20 changes: 15 additions & 5 deletions lib/solana_ruby/ed25519_curve_checker.rb
Original file line number Diff line number Diff line change
Expand Up @@ -10,12 +10,22 @@ class Ed25519CurveChecker
def self.on_curve?(public_key)
return false unless public_key.bytesize == 32 # Must be exactly 32 bytes

# Extract y-coordinate from the public key
y = public_key.unpack1("H*").to_i(16) % Q

# Extract bytes - needed for bitwise operations
y_bytes = public_key.bytes
# Ed25519 Curve does not use the x sign bit, y value is (0-254) so we need to clear the bit 255 (x sign bit)
# Byte 31, bit 7 is the sign bit
y_bytes[31] &= 0x7F # binary 01111111

# shift left bytes by 8 bits to get little-endian order then sum to get integer
# In little-endian: byte[0] is 2^0, byte[1] is 2^8, ..., byte[31] is 2^248
y = y_bytes.each_with_index.sum { |byte, index| byte << (8 * index) }

# Reduce modulo Q (field arithmetic) to ensure it's within the valid range
y = y % Q
# Compute x² from the Ed25519 curve equation: x² = (y² - 1) / (d * y² + 1) mod Q
numerator = (y**2 - 1) % Q
denominator = (D * y**2 + 1) % Q
y_squared = (y * y) % Q
numerator = (y_squared - 1) % Q
denominator = (D * y_squared + 1) % Q

# Compute the modular inverse of the denominator
denominator_inv = OpenSSL::BN.new(denominator).mod_inverse(Q).to_i rescue nil
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3 changes: 2 additions & 1 deletion lib/solana_ruby/transaction_helpers/token_account.rb
Original file line number Diff line number Diff line change
Expand Up @@ -65,7 +65,8 @@ def self.find_program_address(seeds, program_id)

def self.hash_seeds(seeds, program_id)
# Combine seeds and program ID with the PDA derivation logic
buffer = seeds.flatten.join + program_id + "ProgramDerivedAddress"
# strict encoding to binary
buffer = seeds.join.b + program_id.b + "ProgramDerivedAddress".b
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RbNaCl::Hash.sha256(buffer)
end
end
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