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https://issues.apache.org/jira/browse/CASSANDRA-17759?page=com.atlassian.jira.plugin.system.issuetabpanels:all-tabpanel
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Stefan Miklosovic updated CASSANDRA-17759:
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    Summary: Altering / creating of a keyspace on insufficient number of 
replicas should filter out gosspping only members  (was: Creation of a keyspace 
with RF equal to all nodes including gossipping-only members should fail)

> Altering / creating of a keyspace on insufficient number of replicas should 
> filter out gosspping only members
> -------------------------------------------------------------------------------------------------------------
>
>                 Key: CASSANDRA-17759
>                 URL: https://issues.apache.org/jira/browse/CASSANDRA-17759
>             Project: Cassandra
>          Issue Type: New Feature
>          Components: Legacy/CQL
>            Reporter: Stefan Miklosovic
>            Assignee: Stefan Miklosovic
>            Priority: Normal
>             Fix For: 3.11.x, 4.0.x, 4.1.x, 4.x
>
>
> Imagine there is a 5-node cluster where two nodes are gossipping-only members 
> (-Dcassandra.join_ring=false) - or in other words, 3 data nodes and 2 
> "coordinator" nodes.
> Coordinator nodes are capable to speak CQL as well so requests can be 
> executed against them. If we create a keyspace against such node, like 
> "create keyspace ks1 with replication = {class = "NTS", "dc1": 5}, this query 
> succeeds but if we set CONSISTENCY to ALL in cqlsh and we try to insert some 
> data into a table of such keyspace, it will fail - because it does not have 
> enough replicas. It has only 3.
> If this query is executed on data node (a proper member of a ring), this 
> should fail too. I think there is a mechanism how to do this, like by 
> Guardrails but there is no check which would include gossipping-only members 
> into consideration.
> Ideally, we might introduce a check which would check that the replication 
> factor is at most as big as the number of members - irrelevant of their 
> current status, they just have to be members of the ring.



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