9030143
Methods of inference and learning for performance modeling of parallel applications
Increasing system and algorithmic complexity combined with a growing number of tunable application parameters pose significant challenges for analytical performance modeling. We propose a series of robust techniques to address these challenges. In particular, we apply statistical techniques such as clustering, association, and correlation analysis, to understand the application parameter space better. We construct and compare two classes of effective predictive models: piecewise polynomial regression and artifical neural networks. We compare these techniques with theoretical analyses and experimental results. Overall, both regression and neural networks are accurate with median error rates ranging from 2.2 to 10.5 percent. The comparable accuracy of these models suggest differentiating features will arise from ease of use, transparency, and computational efficiency.
9960950
Performance Optimizations and Bounds for Sparse Matrix-Vector Multiply
We consider performance tuning, by code and data structure reorganization, of sparse matrix-vector multiply (SpM×V), one of the most important computational kernels in scientific applications. This paper addresses the fundamental questions of what limits exist on such performance tuning, and how closely tuned code approaches these limits. Specifically, we develop upper and lower bounds on the performance (Mflop/s) of SpM×V when tuned using our previously proposed register blocking optimization. These bounds are based on the non-zero pattern in the matrix and the cost of basic memory operations, such as cache hits and misses. We evaluate our tuned implementations with respect to these bounds using hardware counter data on 4 different platforms and on test set of 44 sparse matrices. We find that we can often get within 20% of the upper bound, particularly on class of matrices from finite element modeling (FEM) problems; on non-FEM matrices, performance improvements of 2× are still possible. Lastly, we present new heuristic that selects optimal or near-optimal register block sizes (the key tuning parameters) more accurately than our previous heuristic. Using the new heuristic, we show improvements in SpM×V performance (Mflop/s) by as much as 2.5× over an untuned implementation. Collectively, our results suggest that future performance improvements, beyond those that we have already demonstrated for SpM×V, will come from two sources: (1) consideration of higher-level matrix structures (e.g. exploiting symmetry, matrix reordering, multiple register block sizes), and (2) optimizing kernels with more opportunity for data reuse (e.g. sparse matrix-multiple vector multiply, multiplication of AT A by a vector).
9244713
Inverse multi-objective robust evolutionary design
In this paper, we present an Inverse Multi-Objective Robust Evolutionary (IMORE) design methodology that handles the presence of uncertainty without making assumptions about the uncertainty structure. We model the clustering of uncertain events in families of nested sets using a multi-level optimization search. To reduce the high computational costs of the proposed methodology we proposed schemes for (1) adapting the step-size in estimating the uncertainty, and (2) trimming down the number of calls to the objective function in the nested search. Both offline and online adaptation strategies are considered in conjunction with the IMORE design algorithm. Design of Experiments (DOE) approaches further reduce the number of objective function calls in the online adaptive IMORE algorithm. Empirical studies conducted on a series of test functions having diverse complexities show that the proposed algorithms converge to a set of Pareto-optimal design solutions with non-dominated nominal and robustness performances efficiently.
509415
A New Class of Non-stationary Interpolatory Subdivision Schemes Based on Exponential Polynomials
We present a new class of non-stationary, interpolatory subdivision schemes that can exactly reconstruct parametric surfaces including exponential polynomials. The subdivision rules in our scheme are interpolatory and are obtained using the property of reproducing exponential polynomials which constitute a shift-invariant space. It enables our scheme to exactly reproduce rotational features in surfaces which have trigonometric polynomials in their parametric equations. And the mask of our scheme converges to that of the polynomial-based scheme, so that the analytical smoothness of our scheme can be inferred from the smoothness of the polynomial based scheme.
34238463
An Efficient E-mail Monitoring System for Detecting Proprietary Information Outflow Using Broad Concept Learning
The automatic text categorization (ATC) is an emerging field that is technically based on the machine learning and information retrieval. Traditional machine learning usually builds a model that captures the behavior of the ‘concept’ from the training instances. Following this context, the ATC learns the concept from text data such as digital text documents, web pages, or e-mail texts. In this paper, we categorize the concepts that have been dealt by ATC into two groups: broad concepts and narrow concepts. Broad concepts are difficult to learn than narrow concepts. We propose a multi model approach where multiple local models are constructed to learn the broad concepts. Some experimental results showed that the multi model approach turned out to be effective in learning the confidentiality of company.
25406406
Architectural support for accelerating congestion control applications in network processors
Complex network protocols and various network services require significant processing capability for modern intelligent network applications. One of the significant features in modern networks is differentiated service. Along with differentiated service, rapidly changing network environments result in congestion problems. In this paper, we analyze the characteristics of representative congestion control applications - scheduling and queue management algorithms, and we propose application-specific acceleration technique using ILP (instruction level parallelism) and PLP (packet level parallelism). From the ILP perspective, new instruction set extensions for fast conditional operations are applied for congestion control applications. Based on our experiments, proposed architectural extensions show 10-12% improvement in performance for instruction set enhancements. For PLP, we propose a hardware acceleration model based on detailed analysis of congestion control applications. In order to get large throughputs, large number of processing elements and a parallel comparator are designed. Such hardware accelerators provide large parallelism proportional to the number of processing elements added. As the performance of general purpose processors rapidly increases, defining architectural extensions (e.g., MMX as in multimedia applications) for general purpose processors could be an alternative solution for wide range of network applications.
1712871
Quasi-interpolants Based Multilevel B-Spline Surface Reconstruction from Scattered Data
This paper presents a new fast and local method of 3D surface reconstruction for scattered data. The algorithm makes use of quasi-interpolants to compute the control points from a coarse to fine hierarchy to generate a sequence of bicubic B-spline functions whose sum approaches to the desired interpolation function. Quasi-interpolants gives a procedure for deriving local spline approximation methods where a B-spline coefficient only depends on data points taken from the neighborhood of the support corresponding B-spline. Experimental results demonstrate that high-fidelity reconstruction is possible from a selected set of irregular samples.