Tenant Network Policies Enterprise Network Reachability: A can talk to B Waypoints: C to B traffic goes through a Firewall B A C 3 Cloud Network Policies
Tenant 1 Network Policies Tenant 2 Network Policies Network isolation: Tenant 1 and 2s traffic must not affect each other Network resource management S1 S2 100Gbps
S3 100Gbps S4 100 Gbps 100Gbps S7 S5 S8 S9 S6
100Gbps S10 Fault tolerance 4 Software-defined Networks Centralized controller SDN Controller Programmable switch rules: Enforcing policies using conventional enforces policies Match: Packet headers distributedSnetworks S2is difficult. 1 Action: Forward to next switch SSH traffic at S3 is forwarded to S7
S3 S4 S5 S6 S7 S8 S9 S10 SSH
5 State of the Art Program individual switch behaviors in SDN Frenetic [ICFP11] Hard to express network-wide behavior Network-wide policies like regular paths (waypoints) NetKAT [POPL14] Merlin [CONEXT14] SIMPLE [SIGCOMM13] Cannot express hyperproperties like isolation Complex network-wide policies like waypoints and bandwidth guarantees Tailor-made and not easily extensible to new policies 6
Support for complex and diverse policies High-level language to specify policies Enforcing certain policies is NP-complete INPUT Genesis Switch forwarding tables Extensible and generalized search
OUTPUT Genesis uses Satisfiability Modulo Theories (SMT) solvers to synthesize forwarding tables 7 Outline of the Talk Motivation Synthesis of forwarding tables in Genesis Scaling to large workloads: Tactics and Divide-and-conquer Genesis extensions: Handling failures 8 Genesis Policy Support Reachability: G1 can talk to G2 Waypoints: B1 can talk to B2
9 Synthesis Approach High-level policies + Topology INPUT Abstract Representation (Fwd, Reach) Constraints on Fwd and Reach Paths from Fwd and
Reach solution Forwarding tables OUTPUT 10 Semantics of (Fwd, Reach) Fwd(S1, ID) = S2: Switch S1 forwards to S2 Reach(S2, ID) = 1: Specifies that S2 is reachable in 1 step from source Reach(S1, ID) = 0 Reach(S2, ID) = 1 Reach(S3, ID) = 2 Fwd(S1, ID) = S2 Fwd(S2, ID) = S3 S1
S2 S3 Paths extracted from the values of Fwd and Reach 11 Reachability Constraints S3 Fwd(S3, ID) = S4 Reach(S3, ID) = k - 1 SRC S1
Reach(S2, ID) = k - 1 S2 DST S4 S5 Reach(S4, ID) = k If a switch is reachable in k steps, one of its neighbors must be reachable in k - 1 steps 12 Policy Constraints Reach(S4, ID) = k
Waypoint: Blue Tenant specifies path must traverse through S4 Isolation: Blue Tenant and Red Tenant S1 paths do not share any link Traffic Engineering: Using SMT-OPT S4 S2 S5 S3 (S3, ID1) (S3, ID2) 13 THE END?
14 Baseline Synthesis Evaluation Setup Genesis implemented in Python, uses Z3 SMT solver Multi-tenant isolation: Each tenant has a single reachability policy, and all tenant paths are mutually isolated Medium-sized fat-tree datacenter topologies 15 Baseline Synthesis Evaluation ExponentialTo scale to large networks and workloads, Complexity we need to further optimize synthesis performance. Synthesis time for over 60 tenants takes >5000s
16 Scaling to Large Workloads TACTICS DIVIDE-AND-CONQUER 17 Tactics: Motivation Edge-to-edge paths: 272 Large search space Core Aggregate Use network structure to specify path properties Edge
Regular expressions using hierarchies 18 Tactics: Examples Core Valley-Free No Edge Tactic: Tactic: Edge Not (Edge Agg Core .* Edge Agg.*Edge Edge) Less Very restrictive;
restrictive; longer short paths paths Aggregate Edge 19 Tactics: Constraint Reduction Genesis uses tactics as a search strategy to eliminate constraints No Edge Tactic ensures no intermediate edge switch Reach(C1) = k - 1
C1 Reach(A1) = k - 1 A1 Reach(E1) = k - 1 E1 Reach(S) = k S 20
Tactics: Properties Specified using a restricted regular expression syntax Sound heuristic (paths satisfy tactic regular expression) Complete (if a solution exists where the paths satisfy the regular expressions, Genesis will return one) Policy-agnostic optimizations The operator can develop a repository of tactics based on their topology structure for reuse 21 Tactics: Evaluation Multi-tenant isolation workload Valley-Free Tactic and No Edge Tactic Valley-Free Tactic speedup: 400x 22
23 Divide-and-Conquer Synthesis Multiple solutions exist due to dense topology 1 3 Min-cut partitioning Unsatisfiable cores for iterating solutions 2x speedup for 40% of workloads with isolation 2
Synthesize partition 1 Synthesized path for 4 5 6 Synthesize partition 2 24 Outline of the Talk Motivation Synthesis of forwarding tables in Genesis Scaling Genesis: Tactics and Divide-and-Conquer Genesis extensions: Handling failures
25 Genesis Extensions Genesis Rich Policy Language Synthesis using SMT Resilient Paths Network Repair 26 Network Resilience
Cloud network Single path: Not resilient Link failure S1 S2 S3 t-resilience: For events under t arbitrary link failures, there exists a valid path 27 Policy-compliant Resiliency Cloud network Backup path
Isolation policy 1-resilient S1 S2 S3 For 1-resilience, Sound transformation backup pathofmust inputbepolicies edge-disjoint to provide fromt-resilience original path
28 Minimal Reactive Network Repair Cloud network Policies Policies Best repair: Minimize change overhead Genesis uses MaxSMT 29 Network Repair Evaluation Multi-tenant isolation workload One switch-failure, network repair such that number of switches affected is minimized
For larger workloads, repair is faster than re-synthesis. 30 High-level policies on paths and switches INPUT Genesis Switch forwarding tables satisfying policies OUTPUT Tactics Divide-andconquer
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