Not that I'm aware of. You can build this list yourself based on the definitions of the NIST PQC security categories (often misleadingly referred to as "levels" - it isn't a single sliding scale):
- Categories 1, 3, and 5 are algorithms that must resist attacks at least as hard as breaking AES-128 / AES-192 / AES-256 (respectively) by exhaustive key search (i.e. trying all 2^128 / 2^192 / 2^256 keys respectively).
- Categories 2 and 4 are algorithms that must resist attacks at least as hard as finding a collision in SHA-256 / SHA-384 (respectively). These are the same effective security levels as categories 1 and 3, but for a different attack (hash collisions, so 2^128 / 2^192 operations respectively).
There is no "level 0" (or level 6 for that matter). There is only "less secure than AES-128 or SHA-256" (or Category 4 or 5 for everything more secure than SHA-384 or AES-256).
SHA1 is classically broken, so it is by definition less secure than SHA-256, and thus has no category. (This was also the case even before it was broken, as brute-force hash collisions required 2^80 operations.)
HMAC-SHA1 is not classically broken; it isn't vulnerable to collision attacks due to its structure, so Categories 2 and 4 are not relevant. Its practical strength depends on the length of the key. The recommended key length for HMAC is the same as the output size of the hash function, so assuming HMAC-SHA1 with 160-bit keys, that would make it Category 1 (>= 2^128, < 2^192).
BLAKE2b has a default output size of 512 bits (assuming you don't set a different length), and thus you can brute force hash collisions in around 2^256 operations, making it Category 4 (>= 2^192).
Cheers,
Jack