# go-keypairs The lightest touch over top of Go's `crypto/ecdsa` and `crypto/rsa` to make them *typesafe* and to provide JSON Web Key (JWK) support. # Documentation Use the source, Luke! # Philosophy Always remember: > Don't roll your own crypto. But also remember: > Just because you _don't_ know someone doesn't make them smart. Don't get the two mixed up! (furthermore, [just because you _do_ know someone doesn't make them _not_ smart](https://www.humancondition.com/asid-prophets-without-honour-in-their-own-home/)) Although I would **not** want to invent my own cryptographic algorithm, I've read enough source code to know that, for standards I know well, I feel much more confident in the security, extensibility, and documentation of tooling that I've write myself. # Type Safety Go has _excellent_ crytography support and provides wonderful primitives for dealing with them. Its Achilles' heel is they're **not typesafe**! As of Go 1.11.5 `crypto.PublicKey` and `crypto.PrivateKey` are "marker interfaces" or, in other words, empty interfaces that only serve to document intent without actually providing a constraint to the type system. go-keypairs defines `type keypairs.PrivateKey interface { Public() crypto.PublicKey }`, which is implemented by `crypto/rsa` and `crypto/ecdsa` (but not `crypto/dsa`, which we really don't care that much about). Since there are no common methods between `rsa.PublicKey` and `ecdsa.PublicKey`, go-keypairs lightly wraps each to implement `Thumbprint() string` (part of the JOSE/JWK spec). # JSON Web Key "codec" Although there are many, many ways that JWKs could be interpreted (possibly why they haven't made it into the standard library), go-keypairs follows the basic pattern of `encoding/x509` to Parse and Marshal only the most basic and most meaningful parts of a key. I highly recommend that you use `Thumbprint()` for `KeyID` you also get the benefit of not losing information when encoding and decoding between the ASN.1, x509, PEM, and JWK formats. # LICENSE Copyright (c) 2018-2019 Big Squid, Inc. This work is licensed under the terms of the MIT license. For a copy, see .