Due to changes in the priorities, this project is currently not being supported. The project is archived as of 11/5/21 and will be available in a read-only state. Please note, since archival, the project is not maintained or reviewed.
fpe - Format Preserving Encryption Implementation in Go
An implementation of the NIST approved Format Preserving Encryption (FPE) FF1 and FF3 algorithms in Go.
NIST Recommendation SP 800-38G
This follows the FF1 and FF3 schemes for Format Preserving Encryption outlined in the NIST Recommendation, released in March 2016. For FF1, it builds on and formalizes (differing from but remaining mathematically equivalent to) the FFX-A10 scheme by Bellare, Rogaway and Spies as defined here and here. For FF3, it formalizes the BPS scheme.
A note about FF3: There was some recent cryptanalysis about the FF3 algorithm that is important to review. NIST has concluded that FF3 is no longer suitable as a general-purpose FPE method.
A note about FF2: FF2 was originally NOT recommended by NIST, but it is under review again as DFF. You can read about it here.
Testing
There are some official test vectors for both FF1 and FF3 provided by NIST, which are used for testing in this package.
To run unit tests on this implementation with all test vectors from the NIST link above, run the built-in tests:
go test -v github.com/capitalone/fpe/ff1go test -v github.com/capitalone/fpe/ff3
To run only benchmarks:
go test -v -bench=. -run=NONE github.com/capitalone/fpe/ff1go test -v -bench=. -run=NONE github.com/capitalone/fpe/ff3
Example Usage
The example code below can help you get started. Copy it into a file called main.go, and run it with go run main.go.
package main
import (
"encoding/hex"
"fmt"
"github.com/capitalone/fpe/ff1"
)
// panic(err) is just used for example purposes.
func main() {
// Key and tweak should be byte arrays. Put your key and tweak here.
// To make it easier for demo purposes, decode from a hex string here.
key, err := hex.DecodeString("EF4359D8D580AA4F7F036D6F04FC6A94")
if err != nil {
panic(err)
}
tweak, err := hex.DecodeString("D8E7920AFA330A73")
if err != nil {
panic(err)
}
// Create a new FF1 cipher "object"
// 10 is the radix/base, and 8 is the tweak length.
FF1, err := ff1.NewCipher(10, 8, key, tweak)
if err != nil {
panic(err)
}
original := "123456789"
// Call the encryption function on an example SSN
ciphertext, err := FF1.Encrypt(original)
if err != nil {
panic(err)
}
plaintext, err := FF1.Decrypt(ciphertext)
if err != nil {
panic(err)
}
fmt.Println("Original:", original)
fmt.Println("Ciphertext:", ciphertext)
fmt.Println("Plaintext:", plaintext)
}Usage notes
There is a FIPS Document that containsRequirements for Vendor Affirmation of SP 800-38G on page 155.
There are some patent related details for FF1 and FF3 as Voltage Security (which was acquired by what is now HP Enterprise) originally developed FFX, which became FF1. They provided NIST with a Letter of Assurance on the matter.
It can be used as part of sensitive data tokenization, especially in regards to PCI and cryptographically reversible tokens. This implementation does not provide any gaurantees regarding PCI DSS or other validation.
It's important to note that, as with any cryptographic package, managing and protecting the key appropriately to your situation is crucial. This package does not provide any guarantees regarding the key in memory.
Implementation Notes
Overall, this was originally written with the following goals:
- Be as idiomatic as possible from a Go language, package, and interface perspective
- Follow the algorithm as outlined in the NIST recommendation as closely as possible
- Attempt to be a reference implementation since one does not exist yet
As such, it was not necessarily written from a performance perspective. While some performance optimizations have been added in v1.1, the nature of format preserving encryption is to operate on strings, which are inherently slow as compared to traditional encryption algorithms which operate on bytes.
Further, while the test vectors all pass, the lack of a reference implementation makes it difficult to test ALL input combinations for correctness.
As of Go 1.9, the standard library's math/big package did not support radices/bases higher than 36. As such, the initial release only supports base 36 strings, which can contain numeric digits 0-9 or lowercase alphabetic characters a-z.
Base 62 support should be available come Go 1.10. See this commit and this tracking issue.
The only cryptographic primitive used for FF1 and FF3 is AES. This package uses Go's standard library's crypto/aes package for this. Note that while it technically uses AES-CBC mode, in practice it almost always is meant to act on a single-block with an IV of 0, which is effectively ECB mode. AES is also the only block cipher function that works at the moment, and the only allowed block cipher to be used for FF1/FF3, as per the spec.
In the spec, it says that the radix and minimum length (minLen) of the message should be such that radix^minLen >= 100. In Appendix A, it mentions this is to prevent a generic MITM against the Feistel structure, but for better security, radix^minLen >= 1,000,000. In ff1.go and ff3.go there is a const called FEISTEL_MIN that can be changed to a sufficient value (like 1,000,000), but by default, it only follows the bare spec.
Regarding how the "tweak" is used as input: I interpreted the spec as setting the tweak in the initial NewCipher call, instead of in each Encrypt and Decrypt call. In one sense, it is similar to passing an IV or nonce once when creating an encryptor object. It's likely that this can be modified to do it in each Encrypt/Decrypt call, if that is more applicable to what you are building.
Existing Implementations
Based on searching GitHub and the Internet, there are no known reference implementations for either algorithm.
An existing Go implementation based on the earlier FFX spec was already created, but the implementation differs slightly from the final NIST recommendation. Further, that implementation doesn't work for higher radices or long strings as it doesn't use math/big (big integers).
There is a Java implementation that was also used for testing and comparison while developing this, as it was the only other fully working implementation available.
Contributors
We welcome your interest in Capital One’s Open Source Projects (the “Project”). Any Contributor to the project must accept and sign a CLA indicating agreement to the license terms. Except for the license granted in this CLA to Capital One and to recipients of software distributed by Capital One, you reserve all right, title, and interest in and to your contributions; this CLA does not impact your rights to use your own contributions for any other purpose.
This project adheres to the Open Source Code of Conduct. By participating, you are expected to honor this code.