Abstract-A large scale network of social interactions, such as mentions in Twitter, can often be modeled as a "dynamic interaction graph" in which new interactions (edges) are continually added over time. Existing systems for extracting timely insights from such graphs are based on either a cumulative "snapshot" model or a "sliding window" model. The former model does not sufficiently emphasize recent interactions. The latter model abruptly forgets past interactions, leading to discontinuities in which, e.g., the graph analysis completely ignores historically important influencers who have temporarily gone dormant. We introduce TIDE, a distributed system for analyzing dynamic graphs that employs a new "probabilistic edge decay" (PED) model. In this model, the graph analysis algorithm of interest is applied at each time step to one or more graphs obtained as samples from the current "snapshot" graph that comprises all interactions that have occurred so far. The probability that a given edge of the snapshot graph is included in a sample decays over time according to a user specified decay function. The PED model allows controlled trade-offs between recency and continuity, and allows existing analysis algorithms for static graphs to be applied to dynamic graphs essentially without change. For the important class of exponential decay functions, we provide efficient methods that leverage past samples to incrementally generate new samples as time advances. We also exploit the large degree of overlap between samples to reduce memory consumption from O(N ) to O(log N ) when maintaining N sample graphs. Finally, we provide bulk-execution methods for applying graph algorithms to multiple sample graphs simultaneously without requiring any changes to existing graph-processing APIs. Experiments on a real Twitter dataset demonstrate the effectiveness and efficiency of our TIDE prototype, which is built on top of the Spark distributed computing framework.

GPS-equipped taxis can be regarded as mobile sensors probing traffic flows on road surfaces, and taxi drivers are usually experienced in finding the fastest (quickest) route to a destination based on their knowledge. In this paper, we mine smart driving directions from the historical GPS trajectories of a large number of taxis, and provide a user with the practically fastest route to a given destination at a given departure time. In our approach, we propose a time-dependent landmark graph, where a node (landmark) is a road segment frequently traversed by taxis, to model the intelligence of taxi drivers and the properties of dynamic road networks. Then, a Variance-Entropy-Based Clustering approach is devised to estimate the distribution of travel time between two landmarks in different time slots. Based on this graph, we design a two-stage routing algorithm to compute the practically fastest route. We build our system based on a realworld trajectory dataset generated by over 33,000 taxis in a period of 3 months, and evaluate the system by conducting both synthetic experiments and in-the-field evaluations. As a result, 60-70% of the routes suggested by our method are faster than the competing methods, and 20% of the routes share the same results. On average, 50% of our routes are at least 20% faster than the competing approaches.

Scaling iterative graph processing applications to large graphs is an important problem. Performance is critical, as data scientists need to execute graph programs many times with varying parameters. The need for a high-level, high-performance programming model has inspired much research on graph programming frameworks.In this paper, we show that the important class of computationally light graph applications -applications that perform little computation per vertex -has severe scalability problems across multiple cores as these applications hit an early "memory wall" that limits their speedup. We propose a novel block-oriented computation model, in which computation is iterated locally over blocks of highly connected nodes, significantly improving the amount of computation per cache miss. Following this model, we describe the design and implementation of a block-aware graph processing runtime that keeps the familiar vertex-centric programming paradigm while reaping the benefits of block-oriented execution. Our experiments show that block-oriented execution significantly improves the performance of our framework for several graph applications.

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