Research

# Hadoop and memcached: Performance and power characterization and analysis

Joseph Issa* and Silvia Figueira

Author Affiliations

Department of Computer Engineering, Santa Clara University, Santa Clara, CA, 95053-0566, USA

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Journal of Cloud Computing: Advances, Systems and Applications 2012, 1:10 doi:10.1186/2192-113X-1-10

The electronic version of this article is the complete one and can be found online at: http://www.journalofcloudcomputing.com/content/1/1/10

 Received: 5 April 2012 Accepted: 7 June 2012 Published: 12 July 2012

© 2012 Issa and Figueira; licensee Springer.

This is an Open Access article distributed under the terms of the Creative Commons Attribution License (http://creativecommons.org/licenses/by/2.0), which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.

### Abstract

Given the rapid expansion in cloud computing in the past few years, there is a driving necessity of having cloud workloads running on a backend servers analyzed and characterized for performance and power consumption. In this research, we focus on Hadoop framework and Memcached, which are distributed model frameworks for processing large scale data intensive applications for different purposes. Hadoop is used for short jobs requiring low response time; it is a popular open source implementation of MapReduce for the analysis of large datasets, while Memcached is a high performance distributed memory object caching system that could speed up throughput of web applications by reducing the effect of bottlenecks on database load. In this paper, we characterize different workloads running on Hadoop framework and Memcached for different processor configurations and microarchitecture parameters. We implement an analytical estimation model for performance and power using different server processor microarchitecture parameters. The proposed analytical estimation model uses analytical method to scale different processor microarchitecture parameters such as CPI with respect to processor core frequency. We also propose an analytical model to estimate power consumption scaling for different processor core frequency. The combination of both performance and power consumption analytical models enables the estimation of performance per watt for different cloud benchmarks. The proposed estimation models are verified to estimate power and performance with less than 10% error deviation.

##### Keywords:
Performance estimation; Performance analysis; Power analysis; Power estimation; Cloud computing; Hadoop; Memcached

### Introduction

With the continuing growth of web services, more servers are being added to data centers, also known as backend servers, to keep up with demand for cloud computing. These systems are scalable, manageable, and reliable in performing data-intensive requests. In this paper, we present performance and power characterizations and predictions for different cloud computing frameworks and workloads. We experiment with Memcached and Hadoop [1], which are mainly used by Google, Amazon, Yahoo, among others.. The main performance metric for these workloads is the latency to get a computation operation completed over a cloud network. Given the infrastructure of cloud networks, there are many factors contributing to the latency between clients and servers. The latency is related to the processor latency, Internet access latency, disk IO latency, and latency associated with moving data within a given cluster. In this paper, we characterize all of these latency factors and their contribution to the overall latency, and we compare different architectures, such as ATOM, Nehalem (NHM), and Westmere (WSM) Xeon processors.

In this paper, we also propose a performance and performance-per-watt analytical projection model. The model is verified to project performance and performance-per-watt with <10% error deviation between the measured and the projected data. The projection model is based on previous work published in [2,3], and we added the power factor in the regression model for the performance-per-watt projection. The latency associated with executing these workloads can be divided into three categories. The first category is related to workload characteristics such as data block size to be processed and threads requested by the client to the server. The second category is related to the processor microarchitectures, such as Cycle-per-Instruction (CPI), number of cores, number of threads, and memory latency due to Last Level Cache (LLC) misses, core frequency, and processor efficiency.

The performance and power projection models are based on the overall latency related to the backend server’s processors. Performance-per-watt is defined as the rate of computation such as performance score, for every watt consumed. The power consumed by a computer is converted into heat, so the higher the wattage, the more cooling is required, which increases the cost for maintaining a given operating temperature. The objective is to achieve a higher performance per watt for a given workload.

The remaining sections of this paper are organized as follows: Section 2 is related work in which we review other published papers related to cloud performance and power characterization and evaluation. Section 3 is an overview and characterization of Hadoop framework and different workloads running on Hadoop MapReduce architecture in which we characterize performance-per-watt and performance-per-$. Then in section 4, we similarly characterize memcached workload on different server processor architectures. In Section 5, we present performance-per-watt characterization and analysis for disk IO. In Section 6, we present a detailed performance-per-watt projection analytical model and conclude in section 7. ### Related work Several papers on cloud workload characterization and optimization have been published. There are a few published papers on cloud computing performance prediction model, which is mainly related to the research presented in this paper. For instance, Vianna in [4] proposed an analytical model to predict performance for a Hadoop online prototype using intra-job pipeline parallelism with no reference to power consumption. In comparison with our analytical model, we project performance and performance-per-watt for Hadoop and Memcached from a measured baseline while changing one microarchitecture variable (e.g., core frequency and Cycles per Instruction (CPI). Our model predicts with <10% error deviation from measured numbers in all tested cases. It can be simply implemented without the need for a simulator or traces. Xie in [5] focuses on the optimization of the MapReduce performance in heterogeneous Hadoop clusters. The paper shows performance improvements for placing data across multiple nodes so that each node has a balanced data processing performance. The paper does not provide a prediction model to verify and estimate performance variations for different disks and processor architectures. The paper also does not analyze disk IO latency variation for different patterns, nor does it show any improvement in the power consumption associated with the proposed optimized data placing method. Other work related to Hadoop performance includes Dejun and Chi. [6], who characterize response time and I/O performance. Ibrahim et al. [7] analyze Hadoop execution on virtual machines. Stewart [8] compares performance of several data query languages for Hadoop. All of these works focus on different aspects and approaches for performance analyses. Our work complements these previous works, as we also present a power analysis as well as a prediction method for performance and performance-per-watt, which is the focus of the research presented in this paper. Leverich and Kozyrakis [9] presented a power model estimate for Hadoop cluster based on a linear interpolation of CPU utilization. Our power model is based on a regression prediction method. In addition, we present performance-per-watt to understand the ratio of performance relative to power for a given processor architecture. Wiktor in [10] presented a comprehensive study related to Hadoop configuration parameters affecting query performance focusing on data size, number of nodes, number of reducers and other configuration variables. This study complements our characterization for various cloud workloads running on Hadoop framework. Our focus in this paper is performance, performance-per-watt and performance-per-$ characterization for different backend server processors. We also propose a prediction method to project performance and performance-per-watt for different processor microarchitecture variables.

Jiang in [11] conducted an in-depth performance analysis for MapdReduce. The research presented optimization methods to improve performance. The research does not present the impact of this improvement with respect to performance-per-watt and performance-per-$. ### Hadoop overview and characterization #### Hadoop overview Hadoop is a framework used to process large data sets in a distributed computing environment. The underlying architecture of Hadoop is HDFS (Hadoop Distributed File System). It provides fault-tolerance by replicating data blocks. The NameNode in Hadoop architecture stores information on data blocks, the DataNodes stores data blocks, and host Map-Reduce computation, and JobTracker is used to track jobs and detects failure. Hadoop is based on Google’s MapReduce in which an application can break into small parts or blocks that can be run on any node so that applications can run on systems with thousands on nodes. Hadoop framework includes several benchmarks such as Sort, Word Count, Terasort, Kmeans iterations, and NutchIndexing. These benchmarks are based on distributed computing and storage. Apache Hadoop has an architecture that is similar to the MapReduce runtime used by Google. Apache Hadoop runs on the Linux operating system. Hadoop accesses data via HDFS (Hadoop Distributed File System), which maps all the local disks of the computing nodes to a single file-system hierarchy, allowing the data to be dispersed across all the data/computing nodes. HDFS also replicates the data on multiple nodes so that failures of nodes containing a portion of the data will not affect the computations that use that data. The resource utilization for the benchmarks is categorized as IO-bound, CPU-bound, or in between. Table 1 summarizes the system resource utilization for each workload. Table 1. Workloads based on Hadoop framework: System Resource Utilization The disk I/O bandwidth limits the performance for the IO-bound benchmarks, so adding more disks may benefit performance. In addition, memory can be a performance-limiting factor for computation-bound workloads, such as Terasort, so adding more memory will increase memory buffers and will reduce the amount of data being moved back to disk. In addition, Memory is a limiting factor for Memcached, which we will discuss in a later section. There is a big split between CPU-bound versus memory-bound workloads. The most important characteristic affecting performance of any workload on any system is the number of main-memory transactions it does. For CPU-bound workloads, performance is gated by activity on the processor. Important performance parameters are core frequency latency and bandwidth from processor caches. Therefore, systems are cheaper to build for CPU-bound workloads. For Memory-bound workloads it is the opposite of CPU-bound - performance is mainly determined by off-chip events, mainly how many main memory transactions can be completed per unit time, i.e. by the bandwidth actually achieved from/to main memory. In a Hadoop cluster, a master node controls a group of slave nodes by assigning tasks to the slave nodes based on their availability. In this section, we characterize the Hadoop framework based benchmarks performance and power on ATOM and Xeon-based systems: ATOM D510: · Core Frequency = 1.66 GHz, # of cores = 2, Threads/core =2, L2 cache size = 1 M, DDR2-667/800, Memory BW = 6.4 GB/s. Xeon X5570: · Core Frequency = 2.93 GHz, # of cores = 4, Threads/core = 2, Memory BW = 32 GB/s. For a performance metric analysis, we consider the latency, i.e., completion time, as well as the throughput (tasks completed per unit time). For system power, we consider total average power during the entire execution. The basic configuration consists of 8 slaves and 1 master system all connected to one switch as shown in Figure 1. The slaves run TaskTracker and DataNode, while the master runs JobTracker and NameNode. Figure 1. Hadoop master-slave configuration. Each server in a Hadoop cluster can be configured to handle a specific capacity. JobTracker performs a specific task assignment, while NameNode maintains the HDFS, which requires high RAM capacity. TaskTracker performs the map-reduce task and DataNode stores and handles read/write operations for HDFS. All Hadoop applications can be categorized as I/O-bound, compute-bound, or in-between. This makes it critical to have configurations with optimal memory size and number of processor sockets, and large numbers of hard drives. Data locality in Hadoop/MapReduce will determine its performance, as Hadoop usually distributes data blocks to multiple nodes based on disk space availability. This is a fair distribution in a homogenous cluster environment. In a heterogeneous computing environment, we have a combination of fast and slow nodes: the faster nodes will complete the processing of data faster than the slower nodes, and the slower nodes will have to transfer part of the data to the faster nodes for processing. #### Hadoop characterization and measurements results In this section, we characterize different benchmarks running on Hadoop framework for performance-per-watt and performance-per-$. The reason why this is important is to understand the benefits for favoring different processor architectures running on backend server in a cloud environment with respect to performance, power, and cost. Moreover, this characterization is used as a baseline for our projection model derived in later section. We specifically look at CPI and power data in characterization. These two variables are essential to derive the performance-per-watt projection model discussed in later section. The metrics we used for performance characterization are latency time, cost, microarchitecture parameters (such as CPI, memory latency and bandwidth) and power. For power, we measured processor power consumption during the entire run for a given workload with the data block size configured at 128 MB. The objective was to calculate performance and performance-per-watt for a specific configuration to establish the baseline needed for the projection. In Table 2, we show measured time for Hadoop framework based benchmarks and speed up ratio between NHM and ATOM processors.

Table 2. Hadoop framework based workloads - NHM vs. ATOM latency and throughput

From the measured data, we can conclude that the speedup for NHM ranges from ~3× to ~12× depending on the workload characteristics, the lower the speedup ration for latency, the better. For throughput, the speedup ranges from ~6x to ~ 12x, and the higher the throughput ration, the better. Next, we measured the power for the same configuration of Hadoop using the same system setup. From the data shown in Table 3, we can conclude that NHM is better than ATOM in terms of performance-per-watt with the ratio ranging from ~0.8x to ~2x for all Hadoop workloads where

(1)

Table 3. Hadoop framework based workloads: NHM vs. ATOM performance-per-watt and Performance-per-$The performance-per-$ ranges from ~0.3x to ~1x. We would like to see higher performance-per-watt and higher performance-per-$for a workload since, ideally, the objective is to lower watt and cost for a workload running on a given server. We also did performance, power, and cost assessment for WSM systems. We show that WSM is better than ATOM for CPU-heavy workloads in terms of performance-per-$. In addition, WSM shows further advantage over ATOM in terms of performance-per-watt as shown in Table 4.

Table 4. Performance, Price and Power efficiency for WSM vs. ATOM

Next, we considered microarchitecture parameters that affect the performance as shown in Table 5.

Table 5. Microarchitecture parameters for NHM vs. ATOM

The microarchitecture parameters show that NHM has a lower CPI compared to ATOM for all benchmarks and higher memory bandwidth and lower Last Level Cache (LLC) misses. This shows the clear advantage of NHM over ATOM, which correlates to the conclusion based on performance and power numbers.

Note that Terasort is implemented as a MapReduce sort job with a custom partition. It uses a sort list of n-1 sampled keys that define the key range for each reduction. Terasort is tested on the ATOM D525 processor and a 1.8 GHz core frequency with a two cores/four threads configuration. We used 10 GB and 100 GB data sizes in compressed and uncompressed modes with combinations of different map and reduction factors.

Typically, a large number of maps are better for performance (excluding power) for two reasons. First, it leads to low map re-execution in case of a failure, and, second, the computation to communication overlap is better. For the reduce phase, typically a 0.95% of the total reduce slot is optimum to reduce task. For the Terasort case in Figure 2, we can conclude that the compressed mode with one map and one reduction combination for 10 GB and 100 GB input size yields the best performance-per-watt.

Figure 2. Performance-per-watt for Terasort at different data sizes (compressed and uncompressed) for different map/reduce combinations.

To determine the time scaling with respect to input size, we used HadoopWordcount benchmark. The actual generated input is a bit different than the requested size. We used the real size (taken by “hadoopfs –dus”). The differences are small (1% –3%). For inputs that are big enough, we can determine a certain processing power of a system that is stable for a wide range of input sizes (10–50 GB) for both ATOM and WSM as shown in Figure 3 and Figure 4.

Figure 3. Wordcount speed with respect to requested input size.

Figure 4. Wordcount execution time with respect to requested input size.

Hadoop Wordcount does not work very efficiently for small inputs (less than 10 GB for Xeon and 7 GB for ATOM). After 11 GB for Xeon, the execution time increases almost linearly with the input size. This makes the processing rate (Mbytes/second) almost constant. This observation is used to operate Hadoop within certain input sizes for optimized performance as shown in Figure 3 and Figure 4.

#### Recommendations to reduce performance bottlenecks

From the characterization results for Memcached, we identified three different kinds of bottlenecks. The CPU is the first bottleneck for wimpy core-based servers [12] when the objects are small. The second bottleneck is the network bandwidth if the object size is large enough. The third bottleneck is the cache user-level lock contention. This can be resolved or minimized by partitioning the hash table in a way in which each partition uses its own cache lock. Running multiple instances in single node can be another way to partition the big hash table. From the measured power data, we can also conclude that the WSM system is more power efficient than the ATOM D525 and provides higher power proportionality in a wimpy-core based server.

### Disk IO performance and power evaluation

Several cloud workloads using Hadoop framework are IO-bound, which means that Disk IO performance becomes a bottleneck for achieving higher performance. Memcached is memory-bound workload, so disk IO performance-per-watt characterization may not be applicable for Memcached.

For example, in Hadoop, some data operations may not all fit in main memory, so disk IO operations are needed to complete the operation for specific servers with a small RAM. For such workloads, the disk latency is an important factor that affects performance.

In this section, we evaluate disk IO performance and power watts on the ATOM D525 and WSM EP X5660 systems used in our experiments. For this evaluation, we used a disk traffic generator tool to drive IO load with different IO parameters and collect IO performance. We used a performance-profiling tool to look at CPU utilization at different IO parameters. A power meter (Yokogawa) is used to collect power at idle and different load cases.

#### Disk IO evaluation methodology

In this section, we discuss the method used to evaluate disk IO on both processors. A few parameters will affect disk I/O behavior, and only the following combinations are selected in our experiment. The Read/Write ratio, where read-only is 100/0 and Write only is 0/100 for both the sequential and random pattern behaviors. The block size (KB) is 4 KB for random behavior and 32 KB for sequential behavior. The values for Queue Depth (QD) parameters for variable load used are 1, 2, 4, 8, 16, and 32. The performance indicator used for random pattern is IOPs and for sequential pattern is IOBW(KB/sec).

The IO performance and latency are well matched on ATOM D525 and WSM X5660 platforms with 3% better performance and 3% lower latency at QD = 1 in random write pattern. Latencies are proportional to QD for both patterns. Also, IO performance and latency are well-matched on ATOM D525 and Xeon X5660 platform, with a 9% worse performance and 2% higher latency at QD = 1 in sequential write pattern. Latencies are proportional to QD for both patterns.

#### Disk IO power efficiency

In this section, we show measured power and performance data for different pattern behaviors as shown in Table 7 and Table 8.

Table 7. Disk IO performance-per-watt for ATOM D525 Disk

Table 8. Disk IO performance-per-watt for WSM Disk

At peak performance (QD = 32), IOPS is the unified performance indicator for both random and sequential patterns. ATOM D525 shows much better performance-per-watts than WSM X5660 for all patterns. Sequential patterns show better performance-per-watt than random patterns on both platforms. In summary, similar disk behavior was noted on I/O performance of ATOM D525 and WSM-EP X5660, but much better performance-per-watt was seen for ATOM D525 than for WSM-EP X5660.

#### Performance-per-watt estimation model

In this section, we present an analytical model to project performance and performance-per-watt for Hadoop and Memcached. The baseline used for performance and power model derived in this section is based on characterization data discussed in previous sections. The model we published in [2,3] is based on Amdahl’s law, which is implemented in a regression form to project performance for different workloads. In this paper, we use this model for CPI scaling with respect to change in core frequency for Hadoop and Memcached workloads; we also introduce the power factor in the projection model. First, we identify the microarchitecture variable affecting performance. The total execution time is a function of data block size, Cycles per Instructions (CPI), Path Length (PL), core frequency, processor efficiency, and number of cores:

(2)

where

(3)

PL increases with the number of processes because of increased inter-process communication. Our measurement suggests that the number of instructions increases logarithmically with the number of processes, assuming PL is independent of the platform. The a and b variables for the path length are determined by curve fitting the total number of instructions retired relative to the number of cores scaling. The a and b variables are constant and change for different benchmarks. We used the Amdahl’s law regression method published in [2] to analyze the CPI scaling with respect to higher core frequencies [13,14]. The projection model requires at least two measured data points to establish a measured baseline. This baseline is measured on a processor of similar architecture for the one to which we are projecting. For example, if our measured baseline is for the ATOM with two performance data points at two different core frequencies, we can use this baseline into the model to project performance for the same ATOM architecture but at higher core frequencies. In case we have to project for a different processor architecture family, a new measured baseline is required. We also derive the maximum performance a processor can achieve as core frequency increases to higher values.

CPI is one of the critical parameters affecting processor performance; we used the model to project for CPI scaling with respect to core frequency. We took two measured data points at two different frequencies for Memcached using ATOM and WSM systems. The regression model generates estimated CPI values at different core frequencies, as shown in Figure 13. The CPI for WSM is lower compared to CPI for ATOM, which is expected given the higher frequency and core count for the WSM processor.

Figure 13. CPI scaling with respect to higher core frequencies.

Next, we transform the non-linear curves in Figure 13 to linear equations. For ATOM, we derive the equation y = -250 x + 0.304 and for WSM y = -402 x + 0.505. At x = 0, we get y = 0.304, taking the inverse 1 /y =3.28. This means that the CPI will not reach the lower bound of 3.28 as frequency increases to much higher values. Similarly for WSM processors, we get 1/ y = 1.98. The same method can be applied to project for total execution time using execution time as a baseline instead of CPI. We also use the model to project CPU performance for Hadoop framework based benchmarks as shown in Figure 14.

Figure 14. Hadoop framework based benchmarks on ATOM and NHM systems.

Using the same method as we did for Memcached, we transferred the curves to linear line equations, setting x = 0 and taking the inverse of y to determine the lower bound for CPI for each of the Hadoop workloads. The scaling for CPI at higher core frequencies is used to determine the change in total execution time Eq(2) given that all other variables remain fixed as the core frequency changes. We verified the model using the Hadoop Wordcount workload. The CPI projection values for different core frequencies were derived using the Amdahl’s law regression method. For path length, the a and b values derived for word count workload were -31500 and 70702 respectively and the data size used was 128 MB. We projected the total execution time for ATOM D510, ATOM D525, NHM processors, as shown in Table 9 and Table 10.

Table 9. Wordcount Time (sec): Projected vs. Measured

Table 10. Wordsort time (sec): Projected vs. Measured

The error deviation between projected and measured times is <10% for all three processors. In summary, the performance model consists of two sections. The first section is the Amdahl’s law regression method [2] used to analyze the sensitivity curve for CPI at different core frequencies for a given processor architecture. The limitation for the Amdahl’s law regression method is that each processor architecture family (i.e. ATOM or Xeon) needs a different measured baseline to be able to project for different core frequencies.

Once we obtain the CPI for a given frequency on a given processor architecture, we use that CPI in Eq(2) in which we have also to include the number of cores and the data size to predict the execution time. Each of the workloads requires its own path length equation. For example, in Hadoop, the Wordcount Path Length equation cannot be used for Wordsort, as each has its own Path Length equation. However, the same Path Length equation is common for different processor architectures because the Path Length is derived for a specific workload, not processor architecture. As indicated in Table 9, we used the same Path Length for Wordcount for both ATOM and NHM which have different architectures, and the projection results presented <10% error deviation.

#### Power projection model

Energy consumption for data center is becoming a large component of operating costs. MapReduce manages large components of these datacenters, and Memcached became a requirement for cloud data storage and retrieval. Therefore, it is important to understand the power consumption for a given cluster configuration. It is also important to estimate processor power consumption relative to performance especially for future processors. This is where the performance-per-watt term becomes critical as described in [3]. The performance-per-watt is defined by the rate of computation delivered by the processor under test for every watt of power consumed. The energy dissipated in a processor is related to its supply voltage. The power consumption relation for CMOS devices is given by:

(4)

Where k is an application specific constant, C is the total switching capacitance of the processor, V is the input voltage, which changes with frequency, and f is the core frequency. The dynamic power equation is a function of input voltage V and core frequency f. Note that f and V are directly proportional. The power projection equation is derived of the frequency fraction multiplied by the power difference:

(5)

Where P1 is the measured execution power at frequency f1 and P0 is the non-scale power. We can write P0 in terms of a second measurement P2 at f2:

(6)

It is not desirable for a workload to operate in a negative performance per watt slope. The optimum solution is to operate at an increasing performance-per-watt slope. Positive slope for performance-per-watt means that the workload is gaining performance as the core frequency increases compared to the amount of power consumed associated with the increase in core frequency. A negative slope means that the system is consuming more power at a higher rate than the performance gained as core frequency increases. For the Memcached performance-per-watt analysis, the baseline is established by taking the throughput to power ratio for two different frequency points, so the performance unit for Memcached is throughput, not time. We then used the regression model to project for throughput/power at higher core frequencies as shown in Figure 15, where the power-measured baseline is the total AC power for the system under test, which is expected to scale with core frequency. The throughput-per-watt for WSM is higher compared to ATOM processors. This is because the power ratio of WSM to ATOM is 5.9× and the performance ratio is 14.7×. As the core frequency increases up to 3000 MHz, the throughput/power ratio increases for both processors at a non-proportional rate, as shown in Figure 15.

Figure 15. Throughput-per-watt for Memcached.

In summary, the performance-per-watt model presented in this paper is based on performance prediction method derived and power prediction method as described earlier. The method shows the importance of how processor behavior will be at higher core frequencies by taking the ratio of projected performance relative to projected power. This enables the analysis of performance-per-watt for core frequencies we cannot measure or for different processors of similar architectures (i.e., higher core count, core frequency) that are not available in the market yet for measurement.

### Conclusion

We presented a detailed performance and power analysis and characterization for Hadoop and Memcached workloads that led to identifying several bottlenecks that can be avoided to improve performance. The performance, cost and power analysis were implemented on different processor architectures such as WSM, NHM, and ATOM processors running on a backend server cluster. We identified several bottlenecks for performance and power in which optimum operating points are identified. In addition, we provided a comparison to show performance-per-$between different processor architectures. Both performance-per-watt and performance-per-$ need to be minimized for an optimum solution in a cloud cluster. Furthermore, we proposed a projection analytical model to project performances and performance per watt with error deviation <10% between projected and measured data. More importantly, the projection model is flexible as it can be applied by establishing a CPI measured baseline for a given processor architecture and project from that CPI baseline to a different core frequency of the same processor architecture. The method does not require traces or simulations; it does require a code to implement.

### Competing interests

The authors declare that they have no competing interests.

### Authors’ contributions

The research presented in this paper is the result of teamwork. All authors read and approved the final manuscript.

### Authors’ Information

Joseph A. Issa received his B.E in computer engineering from Georgia Institute of Technology in 1996. He obtained his master’s degree in computer engineering at San Jose State University in 2000. Currently he is a PhD candidate computer engineering major at Santa Clara University. His research interests are in areas of performance and power prediction, analysis and characterization.

Silvia M. Figueira received the B.S. and M.S. degrees in Computer Science from the Federal University of Rio de Janeiro (UFRJ), Brazil, and the Ph.D. degree in Computer Science from the University of California, San Diego. Currently, she is an Associate Professor of Computer Engineering at Santa Clara University. Her research interests are in the areas of performance and energy consumption modeling and prediction.

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