For a simple case where placement of data is location-agnostic, indeed the definition of f-majority is n - r + 1, where n is the nodeset size, and r is the replication factor.
However, if your replication property, is say, "place 3 copies across 3 racks", then the definition of f-majority becomes more complicated - e.g. having all nodes in the nodeset respond minus two racks will also satisfy it.
Which are the cases where consistency is compromised then? If a client of the log needs consistency, it needs to ensure that it has seen all previous updates to a log before making a new update, which implies a read.
> However, if your replication property, is say, "place 3 copies across 3 racks", then the definition of f-majority becomes more complicated - e.g. having all nodes in the nodeset respond minus two racks will also satisfy it.
Sure, the aim being that no write can be successfully acknowledged by enough replicas to complete the write.
Consistency in a more general sense than just read-modify-write consistency. If you have sequencers active in several epochs at the same time accepting writes, the records may end up being written out of order, and there would be a breakage of the total ordering guarantee.
But given that reads are blocked on all sequencers before the current one, this should still provide total order atomic broadcast, unless a single client can connect to a sequencer with a lower epoch than one it has already seen.
However, there can still be reordering in the context of a wider system. E.g. if client A sends a write (w1) to sequencer in epoch X, which gets replicated and acknowledged, and after that client B sends a write (w2) to sequencer in epoch (X-1) which gets replicated and acknowledged (because epoch X-1 is not sealed), then readers eventually will see w2 before w1. If writes in epoch X weren't accepted before the sealing of the epoch (X-1) had completed, this reordering would be impossible, however as a result write availability would suffer.
Anyhow, thanks for answering my questions. Very interesting system.