Microsoft Graph · Capability
Microsoft Graph OData Service for namespace microsoft.graph — connections.connectionOperation
Microsoft Graph OData Service for namespace microsoft.graph — connections.connectionOperation. 6 operations. Lead operation: Microsoft Graph Get operations from connections. Self-contained Naftiko capability covering one Microsoft Graph business surface.
What You Can Do
GET
Connectionslistoperations
— Microsoft Graph Get operations from connections
/v1/connections/{externalconnection-id}/operations
POST
Connectionscreateoperations
— Microsoft Graph Create new navigation property to operations for connections
/v1/connections/{externalconnection-id}/operations
GET
Connectionsoperationsgetcount57e0
— Microsoft Graph Get the number of the resource
/v1/connections/{externalconnection-id}/operations/count
GET
Connectionsgetoperations
— Microsoft Graph Get operations from connections
/v1/connections/{externalconnection-id}/operations/{connectionoperation-id}
PATCH
Connectionsupdateoperations
— Microsoft Graph Update the navigation property operations in connections
/v1/connections/{externalconnection-id}/operations/{connectionoperation-id}
DELETE
Connectionsdeleteoperations
— Microsoft Graph Delete navigation property operations for connections
/v1/connections/{externalconnection-id}/operations/{connectionoperation-id}
MCP Tools
microsoft-graph-get-operations-connections
Microsoft Graph Get operations from connections
read-only
idempotent
microsoft-graph-create-new-navigation
Microsoft Graph Create new navigation property to operations for connections
microsoft-graph-get-number-resource
Microsoft Graph Get the number of the resource
read-only
idempotent
microsoft-graph-get-operations-connections-2
Microsoft Graph Get operations from connections
read-only
idempotent
microsoft-graph-update-navigation-property
Microsoft Graph Update the navigation property operations in connections
idempotent
microsoft-graph-delete-navigation-property
Microsoft Graph Delete navigation property operations for connections
idempotent