In this paper we present SUCRE (Kobdani and Schütze, 2010) that is a modular coreference resolution system participating in the CoNLL-2011 Shared Task: Modeling Unrestricted Coreference in OntoNote (Pradhan et al., 2011). The SUCRE’s modular architecture provides a clean separation between data storage, feature engineering and machine learning algorithms.

Model selection is an extremely important aspect of many hydrologic modeling studies because of the complexity, variability, and uncertainty that surrounds the current understanding of watershed-scale systems. However, development and implementation of a complete precipitation-runoff modeling framework, from model selection to calibration and uncertainty analysis, are rarely confronted. This pa...

We revisit the formalism of modular interpreted systems (MIS) which encourages modular and open modeling of synchronous multi-agent systems. The original formulation of MIS did not live entirely up to its promise. In this paper, we propose how to improve modularity and openness of MIS by changing the structure of interference functions. These relatively small changes allow for surprisingly high...

State-of-the-art meta-model based technologies are facing increasing pressure under new challenges originating from practical industrial applications. Dynamic Multi-Layer Algebra (DMLA) is a novel generic modeling approach that intends to meet these challenges by combining multi-level meta-modeling and validated instantiation. This paper describes the core ideas and techniques that have been ap...

Existing static analyses for actor programs explicitely model all possible execution interleavings. Because the number of interleavings increases exponentially with the number of actors and messages exchanged, such analyses scale poorly. We describe the first modular analysis for actor programs, that analyzes each actor in separation of each other. This analysis over-approximate over the difere...

In this paper, we introduce $rho$-altering $J$-type mappings in modular spaces. We prove some fixed point theorems for $rho$-altering and $rho$-altering $J$-type mappings in modular spaces. We also furnish illustrative examples to express relationship between these mappings. As a consequence, the results are applied to the existence of solution of an integral equation arising from an ODE ...