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Ramchandra Phawade

Publications and source records attributed to Ramchandra Phawade.

5 recordsLinked to original sources

Dynamically Reprogrammable Runtime Monitors for Bounded-time MTL

A Runtime Verification (RV) framework that supports online, at-speed verification of properties that can change dynamically (during in-field operations) will benefit a large variety of applications. Several state-of-the-art RV frameworks propose to implement monitors on FPGAs. While this approach can support changes to the property being monitored during in-field operations, they struggle to keep pace with the system under verification which use high-performance processors. In this work, we propose a novel, reprogrammable monitor that is implemented using standard cells instead of FPGAs. This allows the monitor to be co-located with the system under verification (on the same die), and hence is amenable to at-speed monitoring of properties. Our proposed design consists of a programmable unit that implements five basic operations and a set of queue-update rules. We show that a composition of such programmable units faithfully implements discrete time, bounded MTL. We demonstrate through simulations that our proposed monitor can be reprogrammed (through its I/O pins) post deployment. A fairly large monitor which can support MTL formulae upto 16 atomic propositions occupies only 0.55 mm^2, while operating at a frequency of 1.25 GHz.

cs.LO

Verification of Unbounded Client-Server Systems with Distinguishable Clients

Client-server systems are a computing paradigm in concurrent and distributed systems. We deal with unbounded client-server systems (UCS) where all clients are of the same type, interact with a single server and they may enter and exit the system dynamically. At any point in time, the number of clients is bounded, but their exact number is unknown and dynamic. To model these systems, simple Petri nets are not directly usable, so we use unbounded $\nu$-nets. Owing to the distinguishability of clients in UCS, it is not straightforward to express their properties in LTL or CTL. To address this, we propose the logic $\mathsf{FOTL_1}$, a monodic fragment of Monadic First Order Temporal Logic (MFOTL). In this work, we provide the SMT encodings of $\nu$-nets and $\mathsf{FOTL_1}$ to do Bounded Model Checking (BMC). We also build an accompanying open source tool to perform BMC of UCS.

cs.LO

Bounded Model Checking for Unbounded Client Server Systems

Bounded model checking (BMC) is an efficient formal verification technique which allows for desired properties of a software system to be checked on bounded runs of an abstract model of the system. The properties are frequently described in some temporal logic and the system is modeled as a state transition system. In this paper we propose a novel counting logic, $\mathcal{L}_{C}$, to describe the temporal properties of client-server systems with an unbounded number of clients. We also propose two dimensional bounded model checking ($2D$-BMC) strategy that uses two distinguishable parameters, one for execution steps and another for the number of tokens in the net representing a client-server system, and these two evolve separately, which is different from the standard BMC techniques in the Petri Nets formalism. This $2D$-BMC strategy is implemented in a tool called DCModelChecker which leverages the $2D$-BMC technique with a state-of-the-art satisfiability modulo theories (SMT) solver Z3. The system is given as a Petri Net and properties specified using $\mathcal{L}_{C}$ are encoded into formulas that are checked by the solver. Our tool can also work on industrial benchmarks from the Model Checking Contest (MCC). We report on these experiments to illustrate the applicability of the $2D$-BMC strategy.

cs.LO

Kleene Theorems for Free Choice Nets Labelled with Distributed Alphabets

We provided (PNSE'2014) expressions for free choice nets having "distributed choice property" which makes the nets "direct product" representable. In a recent work (PNSE'2016), we gave equivalent syntax for a larger class of free choice nets obtained by dropping distributed choice property. In both these works, the classes of free choice nets were restricted by a "product condition" on the set of final markings. In this paper we do away with this restriction and give expressions for the resultant classes of nets which correspond to "free choice synchronous products and Zielonka automata". For free choice nets with distributed choice property, we give an alternative characterization using properties checkable in polynomial time. Free choice nets we consider are 1-bounded, S-coverable, and are labelled with distributed alphabets, where S-components of the associated S-cover respect the given alphabet distribution.

cs.FL

On Timed Scope-bounded Context-sensitive Languages

In (DLT 2016) we studied timed context sensitive languages characterized by multiple stack push down automata (MPA), with an explicit bound on number of stages where in each stage at most one stack is used (k-round MPA). In this paper, we continue our work on timed MPA and study a subclass in which a symbol corresponding to a stack being pushed in it must be popped within fixed number of contexts of that stack---scope-bounded push-down automata with multiple stacks (k-scope MPA). We use Visibly Push-down Alphabet and Event Clocks to show that timed k-scope MPA have decidable reachability problem; are closed under Boolean operations; and have an equivalent logical characterization.

cs.FL