A Survey of Swarm Intelligence Based Load Balancing Techniques in Cloud Computing Environment
Abstract
:1. Introduction
1.1. Objectives of the Research
- (a)
- To present the systematic literature review of SI based load balancing algorithms;
- (b)
- To present the algorithms along with the targeted issues and the areas of applications;
- (c)
- To present a comparative as well as quantitative analysis of some swarm intelligence algorithms used for balancing the load in cloud computing.
1.2. Implications of the Research
1.3. Motivation
2. Background and Design of Survey
2.1. Research Questions
- (a)
- What is the need for and the importance of load balancing in cloud computing?
- (b)
- What is the main idea of SI?
- (c)
- How the occurring issues in Cloud Computing can be reformulated by SI?
- (d)
- How SI support load balancing in cloud computing?
- (e)
- What are the current and future challenges associated with load balancing in cloud computing?
2.1.1. What Is the Need and Importance of Load Balancing in Cloud Computing?
2.1.2. What Is the Main Idea of SI?
2.1.3. How Can the Occurring Issues in Cloud Computing Be Reformulated by SI?
2.1.4. How Does SI Support Load Balancing in Cloud Computing?
2.1.5. What Are the Current and Future Challenges Associated with Load Balancing in Cloud Computing?
2.2. Benchmark of Search
2.3. Origin of Data
2.4. Exploration Criteria
2.5. Quality Evaluation
3. Literature Review
4. Load Balancing in Cloud Computing Using SI
4.1. Traditional SI Algorithms for Load Balancing
- (a)
- Genetic Algorithms;
- (b)
- Particle Swarm Optimization;
- (c)
- Ant Colony Optimization;
- (d)
- Artificial Bee Colony;
- (e)
- Grey Wolf Optimization;
- (f)
- BAT Algorithm.
4.1.1. Genetic Algorithm (GA)
Pseudocode of GA [42] |
1. Produce initial population “I” comprising chromosomes. 2. Utilize fitness function to measure the value of fitness of each genetic code. 3. Use the selection operator to pick the genetic codes that the next generation will make. 4. Utilize these chromosomes to perform the crossover procedure. 5. Now pick these chromosomes and execute the mutation process on them. 6. Produce the fitness value of offspring known as these newly produced genetic codes. 7. Improvise the population by changing irrelevant choices with genetic codes of better offspring. 8. Go to step 3 and execute until 7 until the situation of termination is reached. The terminating scenario can be the last number of iterations possible or the fitness value of genetic code for all the possible runs is not able to update. 9. Return the best genetic code as a final result. |
GA and Its Variations
4.1.2. Particle Swarm Optimization (PSO)
Pseudocode of PSO [54] |
1. Place vector and velocity vector initialization of each particle. 2. Convert the continuous vector of position to a discrete vector. 3. Calculate each particle’s fitness value using a fitness function. 4. The “psobest” of each particle is given its best value of location until now. If the current fitness value of the particle is higher than the “psobest” of the particle, then substitute “psobest” with current position value. 5. From all particles, pick the particle with the best fitness value as pobest. 6. Using the following equations to change each particle’s vectors: Vj + 1 = qVj + i1n1 * (psobest − xj) + i2n2 * (pobest − xj), j is for iteration Xj + 1 = Xj + Vj + 1 where, q = interia i1, i2 =acceleration coefficients n1, n2 = Random numbers distributed arbitrary pobest = In a population, the best place of entire particles 7. Go to step 2 and loop till 6 until the situation for termination is met. The last number of iterations or when the fitness value of particles for the next iterations stops changing is the terminating condition. 8. The best particle is created as the final solution. |
PSO and Its Variations
4.1.3. Ant Colony Optimization (ACO)
Pseudocode of Ant Colony [62] |
1. Initialize the Ant Colony, targeted limitations, and the memory required for the source of food. 2. Repeat steps 2–11 until stopping criteria not reached 3. Allocate the starting position to each ant 4. i = 1 5. For i<=ant perform the following operations 6. Use the state transfer rule to pick the next node. 7 Perform pheromone updations on each step 8. i++ 9. End loop 10. Before each ant has established a solution. 11. Update the best one and perform updations on pheromone 12. Output: Print Optimal solution |
ACO and Its Variations
4.1.4. Artificial Bee Colony (ABC)
Pseudocode of ABC [70] |
1. Initialize the bat population and evaluate the fitness. 2. Calculate the initial fitness value, f_init. 3. Set the best solution, s_best. 4. Set maximum no. of iterations, Noi. 5. Set the population size, N. 6. i = 1 7. Start loop end till iteration < Noi 8. Generate a random solution for all no. of employed bees. 9. Generate solution for all onlooker bees 10. Apply a random structure on the selected bees, s_Changed. 11. IF (s_best< s_Changed) 12. Then s_Changed=s_best 13. END IF 14. Scout bees identify the abandoned source of food and ultimately replace it with new 15. i ++ 16. End loop 17. Output: the best solution |
ABC and Its Variations
- No. of tasks being processed by the VM < No. of tasks processing by other VMs;
- The deviation of the VM processing time from the average processing time of all VMs is less than the threshold. In this manner, the overall response times and data center processing times are successfully minimized (proved by simulations). As the algorithm intelligently focuses on distributing load to avoid under and overutilization of VMs, compared to other swarm algorithms i.e., ACO and ABC, the balancing performed by LBA_HB is more efficient.
4.1.5. Grey Wolf Optimization (GWO)
Pseudocode of GWO [54] |
1. Select the max no. of iterations L. 2. Initialization of the population Xi = (i = 1, 2, 3, 4, …, n) 3. Initialization of r, N, D, & T = 1. 3. Produce fitness of all the wolves (searching machines) 4. Let, P = searching machine (best) 5. Let, Q = searching machine (second best) 6. Let, R = searching machine (third best) 7. Start while (i < L) do 8.Repeat step 9 for every searching machine 9. Change the position’s value of the recently available searching machine. 10. Change the values of r, N, and D 11. Find the fitness of all searching machines 12. Update P, Q, and R 13. i ++ 14. end while 15.OUTPUT the best searching machine |
GWO and Its Variations
4.1.6. BAT Algorithm
Pseudocode of BAT [88] |
1. Input: Population of searching machine Z, dimension of solutions n, upper and lower bounds of solutions [y1,…, yn, L1, …, Ln], Maximum iterations Output: The best searching machine P 1. Initialize the grey wolf population Xi = (x1, x2, …, xn) where (i ∈ [N]) and xj ∈ [yj, Lj] |∀ j ∈ [n] 2. Initialize a, A, C, & i = 1. 3. Find the fitness of each searching machine f(Xi), where (i ∈ [Z]) 4. Let, P = the best searching machine. 5. Let, Q = the second-best searching machine 6. Let, R = the third-best searching machine. 7. while (i < Max iterations) do 8. for each search agent do 9. Change the position of the current searching machine accordingly 10. end for 11. Update a, A, and C 12. Calculate the fitness of all searching machine 13. Update P, Q, and R 14. i++ 15. end while 16. Output P as the best solution |
BAT and Its Variations
4.2. Modern SI Algorithm for Load Balancing
4.2.1. Whale Optimization Algorithm (WOA)
- Initialization phase: During this phase, the population is randomly created.
- Fitness calculation phase: In this phase, a fitness function is calculated. This is used to calculate the fitness function. Depending on the outcomes of the test, the best whale (agent) is selected.
- Encircling prey phase: The location of the prey is believed to be fixed during this process. Assuming that the current approach is the safest, the prey is covered by humpback whales. Other whales change their positions in accordance with the existing best agent. The exploration phase uses the following mathematical model (Equations (1) and (2)):
Pseudocode of Standard WO |
1. Initialize the population of whales (agents) “W” 2. Calculate the value of the fitness function. 3. Randomly pick the search agent W* 4. While i = 1 and t < MAX_LIMIT 5. Repeat for each search agent 6. if (probability < 0.5) 7. if (|A| <1) 8. Update the position of ith search agent by Eqution (1) 9. else if (probability < 0.5 AND |A| ≤ 1) 10. Update the position of ith search agent by Eqution (2) 11. end if 12. else if (probability ≥ 0.5) 13. Update the position of ith search agent by Eqution (3) 14. end if 15. End inner loop 16. Calculate the fitness of W(t + 1) and update W* 17. End Outer loop |
WOA and Its Variations
4.2.2. Social Spider Algorithm (SSA)
Pseudocode of SSA [98] |
1. Inputs: Total count of spiders “T” Total No. of female spiders “Tf” Total No. of male spiders “Tm” 2. Initialize the positions of male and female spiders 3. Ti = total no. of iterations 4. Output: The fitness value of the optimization problem and the optimal location of social spiders. 5. Process: while i ≤ Ti do 6. Determine the mating radius for female and male spiders. 7. Determine the weight of the spiders. 8. Based on female and male collective operators, determine the response of female and male spiders. 9. Accomplish a mating procedure with a dominant male and a dominant female. If the spider progenies are larger, then update the strategies. |
SSA and Its Variations
4.2.3. Dragonfly Optimization Algorithm (DOA)
Pseudocode of Standard DAO [104] |
1. Initialization of data centers, host machines, and virtual machines 2. Demands for resource distribution are entered. 3. The demands are divided into several tasks. 4. Attempt to determine the number of VMs and the number of initial tasks to be executed 5. if (it is the end of the process) 6. Then (to balance the load) determine the execution requirements and resource time. 7. else 8. divide the activity between processors while maintaining load 9. Apply DFO for the scheduling of job while maintaining load 10. If (all VMs are active) 11. Then Go to step 4 12. else Go to Step 6 |
DOA and Its Variations
4.2.4. Raven Roosting Optimization Algorithm (RROA)
Pseudocode of Standard RRA [108] |
1. Initialization of solutions and load of data centers 2. A proportion of the load is shifted to leave an overloaded VM and find the leading machine. 3. The arrived load searches for a VM for allocation as per the leading machine 4. if (i < the total number of VMs) 5. then 6. Search for the VM among the perception radius 7. Evaluate and reassign the ID 8. else 9. Evaluate and reassign the id if mandatory 10. if (terminating condition not meet) 11. then go to step 1 12. else 13. End the search process |
RROA and Its Variations
5. Summary of the Reviewed SI Algorithms
- GA has average time complexity and average solution quality, and ABC has the best solution quality despite having the worst time complexity.
- In addition, PSO looks to have the best time complexity, but the quality of its solution is not comparable to that of ABC.
- ACO has a good solution quality and a lower time complexity.
- BAT has the poorest solution quality but surpasses ABC in terms of convergence speed, whereas GWO’s convergence speed is more efficient in terms of ABC’s solution quality.
- In terms of recent SI algorithms, dragonfly and raven have significantly better performance based on time complexity and solution quality; however, the whale’s solution quality is below average with reduced time complexity.
- When compared to WWO, SSOs have an average time complexity and improved solution quality.
6. Comparative Performance Analysis of Various SI Algorithms Used for Load Balancing
6.1. Comparative Performance Analysis of SI Algorithms in Cloud Computing
6.1.1. Comparative Performance Analysis of Average Response Time (TRT) for Different User Bases (UB) and Data Centers (DC)
6.1.2. Comparative Performance Analysis of Average Data Center Processing Time (DCPT) for Different User Bases (UB) and Data Centers (DC)
6.1.3. Comparative Performance Analysis Based on Time and Cost to Complete Tasks
6.1.4. Comparative Performance Analysis Based on Makespan
7. Future Directions
8. Conclusions
- For software or hardware maintenance, the complete network does not need to be taken down or offline;
- It can be performed on one server at a time while other servers’ services are still functioning;
- When more storage or processing capability is needed, businesses may simply ask their service provider to swiftly and seamlessly deploy additional servers to the connection;
- In the case of a catastrophe at the primary data center, distributed load balancing can provide disaster restoration services by diverting user connection requests in a disaster recovery data center;
- Massive enterprises with resource-intensive services, large amounts of constantly expanding data, and continual traffic want network connectivity, reliability, and flexibility in order to ensure that consumers can access their services or products at any location worldwide.
Author Contributions
Funding
Conflicts of Interest
References
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Finding Engine | Address of Mentioned Search Engine |
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IEEE Xplore | https://ieeexplore.ieee.org/ (accessed on 5 June 2021) |
ACM | https://acm.org/ (accessed on 28 April 2021) |
Academia | https://academia.edu/ (accessed on 15 April 2021) |
Science Direct | https://sciencedirect.com (accessed on 10 May 2021) |
Taylor and Francis | https://www.taylorandfrancis.com (accessed on 18 July 2021) |
Springer | https://springer.com (accessed on 18 July 2021) |
Followed Rules of Research | |
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Inclusion | • A research paper that is designed by professionals. • A complete research analysis was performed in the sense of cloud computing. • A complete research analysis was performed in the sense of load balancing. • A research study was conducted in the context of swarm intelligence algorithms that target load balancing issues. • A research paper is presented in the English language. |
Exclusion | • A research study that did not focus on the load balancing issue in cloud computing. • A research paper that contains static algorithms. |
Algorithms | RT (ms) | FT (ms) | E (Joules) | C (Buffers) | N (in Numbers) |
---|---|---|---|---|---|
IGA [44] | 2.8 | 2.7 | 0.53 | 0.53 | 10 |
EIGA [47] | 2.5 | 2.25 | 0.5 | 0.44 | 7 |
Algorithm | Pros | Cons |
---|---|---|
GA | It makes greater use of resources and offers a better load balancing solution. | The numerous steps of computation add to computational complexity. When the search space is expanded, the efficiency suffers. It does not offer the same level of priority time. |
PSO | It has a higher utilization rate. The load is redistributed from an overburdened virtual machine to a physical machine. | The performance of the algorithm depends on the problem. |
ACO | Optimal resource usage through efficient load distribution among nodes. | Convergence takes a longer period time. |
ABC | Enhances the maximum throughput limit. | When utilized in a sequential process, the lack of supporting material causes the process to slow down, and the solution raises the computing cost. |
GWO | It is easier to use and converges more quickly due to less randomness and varied numbers of individuals assigned in global and local searching procedures. | The equal importance of the grey wolves’ positions, which is not consistent strictly with their social hierarchy. |
BAT | It boasts a high level of precision and efficiency. In terms of processing costs, it outperforms. | There is no mathematical analysis to link the parameters with convergence rates at an early stage; therefore, convergence occurs quickly. |
Algorithm | Pros | Cons |
---|---|---|
WOA | Increases the rate at which tasks are completed successfully. | It frequently fails during the initial iterative cycle, resulting in delayed convergence. |
SSA | Improves various QoS parameters by adopting the global best match. | As the number of comparable types of VMs expands, the rate of lucrative job execution falls. |
DOA | Provides fast convergence to the global optimum solution with high resource utilization. | In the lack of a nearby solution, overall response rates are shown to be ordinary rather than quick and fast. |
RROA | Efficiently prevents overloading and underloading. | Beginning iterations have a reduced rate of work completion. |
Algorithm | Authors | Main Objective | Area of Application | Targeted Issue(s) |
---|---|---|---|---|
Genetic algorithm (GA) | ||||
Genetic algorithm | Hussain A Makasarwala; Prasun Hazari, 2017 | Load balancing in cloud environments to achieve better response time. | Considers the priority to obtain real-world visualization. | To increase the range of request IDs through permutation encoding. Better response time is achieved. |
Genetic Algorithm and Gravitational Emulation | Santanu, Gopa Mandal, Dasgupta, and Paramartha Dutta, 2015 | Distribution of load among VMs. | Minimizes the makespan as well as reduces the number of VMs that are going to miss their deadlines | The combination of both strategies reduces the response time of VMs and guaranteed specifications for QoS. |
Fuzzy Logic-based Genetic Algorithm | Saadat, A., and Masehian, E, 2020 | Load Balancing in Cloud Computing. | Make output scheduling decisions correctly and based on efficient methods. | The objective function enables scheduling the order with the least possible delay. |
Multi-Agent Genetic Algorithm | Anant Kumar Jayswal, Prem Chand Saxena, 2020 | Efficient Load Balancing in Cloud Computing. | Minimizes makespan time and significantly improves the average throughput performance and resource load balancing on VMs. | Utilizes the resources efficiently and ensures QoS. |
Particle Swarm Optimization Algorithm (PSO) | ||||
Particle Swarm Optimization Algorithm | R.M.Al Guliyev, Y. N. Imamverdiyev, F. J. Abdullayeva, 2019 | Optimize the load. | Minimizes task execution and transfer time using target functions. | Time optimization for running and using energy. |
Hybrid Firefly iPSO Algorithm | Golchi, 2019 | Reach the better average load in a cloud environment. | Minimizes the makespan as well as increases the throughput. | Rapid convergence made it more effective and efficient. A high-speed response is achieved. |
Binary Particle Swarm Optimization Algorithm | Jean Buanga Mapetu, Zhen and Lingfu Kong, 2019 | Achievement of low-time complexity and low cost in load balancing. | Minimizes make-up, waiting for time, and degree of imbalance while minimizing scheduling time, cost of execution, and maximizing the use of resources. | It targets load balancing, cloud resource management task scheduling, and ensures device scalability. |
Particle Swarm Optimization Algorithm | Vidya, S. H., and Prakash, R. M. (2020). | Maintaining the load of infrastructure in Cloud. | Reduces the response time and balancing of load. | Exploit the capabilities of heterogeneous resources. |
Ant colony optimization algorithm (ACO) | ||||
Load balancing_ACO Algorithm | Gupta, A., and Garg, R., 2017 | Maintain load by task scheduling. | Meet users’ demands in terms of execution efficiency and increase resource utilization | Makespan optimization. |
Ant colony Optimization Algorithm | Gang Li, Zhijun Wu, 2019 | Optimize the load by task scheduling. | Maximize the load handling requirements of the system when efficiently completing the scheduling mission. | Better performance is achieved. |
Fuzzy-Ant Colony Algorithm | A. Ragmani, N. Abghour, and M. Rida, 2019 | Ensures neither the load is under or over-allocated. | Reduces the response and processing time up to 82% and 90%, respectively. | For handling complex networks. |
Ant colony algorithm with Support Vector Machine | Junaid, M., Sohail, A., Ahmed, A., Baz, A., Khan, I. A., and Alhakami, H, 2020. | Maintaining accuracy in load balancing. | Reduce violations, minimum migration time, high optimization, reduced makespan, and high response time. | Targets scalability and robustness in cloud environments. |
Artificial Bee Colony (ABC) | ||||
LBA_Honey Bee | W. Hashem, H. Nashaat, R. Rizk, 2017 | Maintaining load in a cloud-based environment. | Propose to avoid under and overutilization. | Reduces the execution time, reaction time, makespan, and load standard deviation. |
Artificial Bee Colony | Arif Ullah, Nazri, Jamal Uddin, Samad Baseer, Ansam Hadi Rashed, 2019 | Cloud Load Balancing with VM Strategy. | Convergence rates and global search efficiency are validated. | Fast convergence with high flexibility. |
Artificial bee foraging optimization | Geetha Muthsamy, Suganthe Ravi Chandran, 2020 | Managing the load of distributed systems. | Task preemption to reduce the tasks’ response and execution time. | Improves QoS metrics. |
Hybrid artificial bee colony algorithm with multi-objective | Jun-qing, Yun-qi, 2020. | Flexible task Scheduling in cloud computing. | Improves the rate of convergence with increased performance. | Enhances the exploitation process. |
Grey Wolf Optimization (GWO) | ||||
Simple GWO | Patel, D., Patra, M. K., and Sahoo, B.,2020 | Maintaining load in a cloud-based environment. | Propose resource allocation and load balancing. | Reduces the makespan. |
Hybrid GWO_PSO Algorithm | Gohil, B. N., and Patel, D. R., 2018 | Cloud Load Balancing with heterogeneous resources. | Convergence near the optimal solution. | Satisfy quality of service constraints. |
Fuzzy GWO | Xingjun, L., Zhiwei, S., Hongping, C., and Mohammed, 2020 | Managing the load on cloud-based IoT. | Ensures the utilization of resources efficiently. | Reduces response time and improves the degree of imbalancing. |
Hybrid GWO_ABC | Soukaina Ouhame, Youssef Hadi, 2020 | The resource allocation system is utilizing load balancing. | Improves 1.25% precision and reliability for cloud computing resource allocation systems in VM. | Improves efficiency, energy consumption, and the average time for network execution. |
Improved GWO | Gobalakrishnan Natesan, Arun Chokkalingam, 2020 | Optimize the Load by task scheduling and resource optimization. | In terms of make-up, cost, and the overall amount of work completed during the deadline, obtain the closest optimum schedule of tasks. | Improves the overall QoS. |
BAT Algorithm | ||||
iBAT Algorithm | Raj, Ranjan, Rizvi, Pranav, and Paul, 2017 | Managing the load on cloud-based IoT. | To achieve a desirable population (i.e., better utilization). | Optimized makespan is achieved. |
Micro BAT | Youssef, Hamza, Rahhali, Hanine, Benlahmar, Houssine, Mostafa, and Ahmed Eddaoui, 2018 | To avoid under and overloading the VMs. | Improve the resource allocation in series or parallel mode. | Load shifting to avoid overloaded or idle VMs. |
BAT Algorithm | Arif Ulah, Nazri Mohd, Mubashir Khan, 2020 | To improve load in a cloud-based environment. | Select VM optimally. | Satisfy QoS. |
IBO Algorithm | Vinothini, Balasubramanie, K. Arvind, 2020 | Provide load balancing in a multi-server environment. | Convergence near the optimal solution. | Better performance is achieved. |
Hybrid PSO and BAT Algorithm | Valarmathi, R., and Sheela, T., 2017 | Optimize task scheduling in the cloud to achieve load balancing. | Fast convergence. | Reduces makespan and improves resource utilization. |
Whale Optimization Algorithm (WOA) | ||||
Chaotic WOA | Kaur G and Arora S, 2018 | Balance workload and resource distribution. | Improve the convergence speed. | Reduces energy consumption with better performance. |
Hybrid WOA | Strumberger, I., Bacanin, N., Tuba, M., and Tuba, E. (2019) | Load balancing in the cloud environment. | Fast convergence. | The trade between exploitation and exploration in simple WO. |
Optimized WOA | FHemasian-Etefagh, F., and Safi-Esfahani, F., 2019 | Load balancing in the cloud with improved quality parameters. | Minimize the average execution time, response time, and throughput. | The early convergence issue. |
Improved WOA | Xuan Chen, Long Cheng, Cong Liu, Qingzhi Liu, Jinwei Liu, Ying Mao., 2020 | Cloud task scheduling | Optimizes the makespan, price, and load. | To boost the optimal solution exploration capability. |
Social Spider Algorithm (SSA) | ||||
Spider Mesh Overlay | Mahato, D. P., and Singh, R. S., 2017 | Load balancing pre-emptive jobs. | Improved fitness with fast convergence. | Enhance performance with improved efficiency of cloud-based environments. |
Chaotic SSA | Arul Xavier, V. M., and Annadurai, S., 2018 | To promote load transfer for effective scheduling. | Effective performance improvements. | To solve job planning problems in the cloud. |
SS Cloud Web Algorithm | Preeto Abrola, Savita Gupta, Sukhwinder Singh, 2019 | Load balancing non pre-emptive jobs. | Improve QoS requirements. | Create the population of tasks and resources with quality constraints. |
Dragonfly Optimization Algorithm (DOA) | ||||
Constraint Measure DOA | Polepally, V., and Shahu Chatrapati, K., 2017 | Load balancing in cloud. | Improve Performance. | Delegated job scheduling. |
Resource allocation based DOA | Zahra Amini, Mehrdad Maeen, Mohammad Reza Jahangir., 2018 | Resource Management to balance the load. | Substantial performance increase in scheduling tasks, balancing load, and allocating resources. | Task scheduling issues in data centers. |
Adaptive DOA | Neelima, P., and Reddy, A. R. M., 2020 | To avoid under and overutilization. | Optimal utilization of processing time. | The capability of minimization of execution time and cost. |
Raven Roosting Algorithm (RRO) | ||||
Basic RRO | E. Rani and H. Kaur., 2017 | Efficient task scheduling. | Improves makespan, average response, and waiting time. | To find the capacity of VMs. |
Improved RRO | Torabi, S., & Safi-Esfahani, F., 2018 | Effective load scheduling. | Improve performance, avg. response, and waiting time. | To resolve premature convergence. |
Hybrid IRRO | S. Torabi and F. Safi-Esfahani, 2018 | Improve the allocation of tasks. | The optimal solution for load balancing. | To overcome premature convergence and lacking performance. |
Reinforcement Learning with RRO Policy | Bhargavi, K., and Babu, B. S., 2019 | Load balancing in cloud | Proactive adjustment to the complex data center. | All the challenges and QoS parameters. |
Algorithms | Avg. TRT for 10 UB (ms) | Avg. TRT for 20 UB (ms) | Avg. TRT for 30 UB (ms) | Avg. TRT for 50 UB (ms) |
---|---|---|---|---|
GA | 48.4 | 49.2 | 52.3 | 56.4 |
ACO | 46.7 | 49 | 52.6 | 58.2 |
PSO | 45.6 | 47.2 | 50.3 | 53.2 |
Algorithms | Avg. TRT for 10 UB (ms) | Avg. TRT for 20 UB (ms) | Avg. TRT for 30 UB (ms) | Avg. TRT for 50 UB (ms) |
---|---|---|---|---|
GA | 45.6 | 46 | 48.4 | 52.8 |
ACO | 44.6 | 46.9 | 49 | 52.8 |
PSO | 43.2 | 45.2 | 47.8 | 50.8 |
Algorithms | Avg. TRT for 10 UB (ms) | Avg. TRT for 20 UB (ms) | Avg. TRT for 30 UB (ms) | Avg. TRT for 50 UB (ms) |
---|---|---|---|---|
GA | 42.1 | 43.2 | 45.8 | 47.9 |
ACO | 41.2 | 42.6 | 44 | 46.2 |
PSO | 40.2 | 42.2 | 44 | 47.6 |
Algorithms | Avg. TRT for 10 UB (ms) | Avg. TRT for 20 UB (ms) | Avg. TRT for 30 UB (ms) | Avg. TRT for 50 UB (ms) |
---|---|---|---|---|
GA | 39.6 | 41.3 | 43.9 | 46.4 |
ACO | 38.7 | 39.8 | 41.2 | 43.9 |
PSO | 37.8 | 38.4 | 39.8 | 41.2 |
Algorithms | Avg. DCPT for 10 UB (ms) | Avg. DCPT for 20 UB (ms) | Avg. DCPT for 30 UB (ms) | Avg. DCPT for 50 UB (ms) |
---|---|---|---|---|
GA | 6.4 | 6.1 | 6 | 5.6 |
ACO | 5.6 | 5.2 | 5.1 | 4.8 |
PSO | 5.9 | 5.1 | 4.9 | 4.6 |
Algorithms | Avg. DCPT for 10 UB (ms) | Avg. DCPT for 20 UB (ms) | Avg. DCPT for 30 UB (ms) | Avg. DCPT for 50 UB (ms) |
---|---|---|---|---|
GA | 5.8 | 5.6 | 5.5 | 5.2 |
ACO | 5.2 | 5 | 4.8 | 4.6 |
PSO | 5.4 | 4.8 | 4.6 | 4.3 |
Algorithms | Avg. DCPT for 10 UB (ms) | Avg. DCPT for 20 UB (ms) | Avg. DCPT for 30 UB (ms) | Avg. DCPT for 50 UB (ms) |
---|---|---|---|---|
GA | 5.6 | 5.3 | 5.1 | 4.7 |
ACO | 5 | 4.8 | 4.7 | 4.4 |
PSO | 5.1 | 4.6 | 4.5 | 4.2 |
Algorithms | Avg. DCPT for 10 UB (ms) | Avg. DCPT for 20 UB (ms) | Avg. DCPT for 30 UB (ms) | Avg. DCPT for 50 UB (ms) |
---|---|---|---|---|
GA | 5.3 | 5.1 | 4.9 | 4.5 |
ACO | 4.8 | 4.6 | 4.5 | 4.2 |
PSO | 4.9 | 4.5 | 4.3 | 4 |
No of Tasks | 3 | 4 | 5 | 6 |
---|---|---|---|---|
GA (time) | 2.1 | 3 | 5.75 | 6 |
PSO (time) | 1.5 | 2.5 | 5 | 5.5 |
No of Tasks | 3 | 4 | 5 | 6 |
---|---|---|---|---|
GA (cost) | 20 | 42 | 90 | 112 |
PSO (cost) | 10 | 25 | 80 | 100 |
Algorithms (with Reference) | RT | T | MS | EC | S | RU |
---|---|---|---|---|---|---|
GA (2017, [18,25]) | 🗴 | √ | √ | 🗴 | √ | 🗴 |
IGA (2017, [44]) | 🗴 | √ | √ | 🗴 | 🗴 | √ |
Fuzzy based GA (2020, [46]) | √ | √ | √ | 🗴 | 🗴 | √ |
Multi Agent GA (2020, [113]) | 🗴 | √ | √ | 🗴 | 🗴 | √ |
PSO (2019, [55]) | √ | 🗴 | 🗴 | 🗴 | 🗴 | √ |
IPSO (2019, [58]) | √ | 🗴 | √ | √ | 🗴 | √ |
Hybrid PSO (2017, [114]) | √ | 🗴 | √ | 🗴 | 🗴 | √ |
ACO (2015, [63]) | 🗴 | 🗴 | 🗴 | √ | √ | 🗴 |
Improved ACO (2016, [65]) | 🗴 | 🗴 | 🗴 | √ | √ | √ |
LBA_Honey Bee (2017, [74]) | √ | √ | √ | 🗴 | 🗴 | 🗴 |
Enhanced Bee colony (2016, [73]) | 🗴 | 🗴 | √ | 🗴 | 🗴 | √ |
ABC (2018, [20]) | 🗴 | 🗴 | √ | 🗴 | 🗴 | 🗴 |
Improved ABC (2020, [71]) | √ | 🗴 | √ | 🗴 | 🗴 | √ |
Fuzzy GWO (2017, [82]) | 🗴 | 🗴 | √ | 🗴 | 🗴 | √ |
GWO (2020, [81]) | √ | 🗴 | √ | 🗴 | 🗴 | 🗴 |
Improved GWO (2020, [80]) | √ | √ | √ | 🗴 | 🗴 | √ |
BAT (2016, [84]) | √ | 🗴 | 🗴 | 🗴 | 🗴 | √ |
iBAT (2017, [62]) | 🗴 | 🗴 | √ | 🗴 | 🗴 | √ |
microBAT (2018, [90]) | 🗴 | 🗴 | 🗴 | 🗴 | √ | √ |
Improved BAT (2020, [115]) | √ | √ | 🗴 | 🗴 | 🗴 | √ |
Chaotic WOA (2018, [94]) | √ | 🗴 | 🗴 | 🗴 | √ | 🗴 |
Hybrid WOA (2019, [93]) | √ | 🗴 | 🗴 | 🗴 | √ | 🗴 |
Optimized WOA (2019, [95]) | √ | √ | 🗴 | √ | √ | 🗴 |
Improved WOA (2020, [96]) | √ | √ | √ | √ | √ | 🗴 |
Spider Mesh Overlay (2017, [99]) | 🗴 | 🗴 | 🗴 | √ | √ | √ |
Chaotic SSA (2018, [101]) | 🗴 | 🗴 | 🗴 | √ | √ | √ |
SS Cloud Web Algorithm (2019, [102]) | √ | 🗴 | 🗴 | √ | √ | √ |
Constraint Measure DOA (2017, [105]) | √ | √ | 🗴 | √ | √ | √ |
Resource allocation based DOA (2018, [104]) | √ | 🗴 | 🗴 | √ | √ | √ |
Adaptive DOA (2020, [106]) | √ | 🗴 | 🗴 | √ | √ | √ |
Basic RRO (2017, [109]) | √ | √ | √ | 🗴 | 🗴 | √ |
Improved RRO (2018, [108]) | √ | √ | √ | √ | 🗴 | √ |
Hybrid IRRO (2017, [110]) | √ | √ | 🗴 | 🗴 | √ | √ |
Reinforcement Learning with RRO Policy (2019, [111]) | √ | √ | √ | 🗴 | 🗴 | √ |
Sr. No. | Challenges |
---|---|
1 | The backup program even system does not fail completely |
2 | Maintenance of system regularly |
3 | Resources must be used competently under load conditions |
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Elmagzoub, M.A.; Syed, D.; Shaikh, A.; Islam, N.; Alghamdi, A.; Rizwan, S. A Survey of Swarm Intelligence Based Load Balancing Techniques in Cloud Computing Environment. Electronics 2021, 10, 2718. https://doi.org/10.3390/electronics10212718
Elmagzoub MA, Syed D, Shaikh A, Islam N, Alghamdi A, Rizwan S. A Survey of Swarm Intelligence Based Load Balancing Techniques in Cloud Computing Environment. Electronics. 2021; 10(21):2718. https://doi.org/10.3390/electronics10212718
Chicago/Turabian StyleElmagzoub, M. A., Darakhshan Syed, Asadullah Shaikh, Noman Islam, Abdullah Alghamdi, and Syed Rizwan. 2021. "A Survey of Swarm Intelligence Based Load Balancing Techniques in Cloud Computing Environment" Electronics 10, no. 21: 2718. https://doi.org/10.3390/electronics10212718
APA StyleElmagzoub, M. A., Syed, D., Shaikh, A., Islam, N., Alghamdi, A., & Rizwan, S. (2021). A Survey of Swarm Intelligence Based Load Balancing Techniques in Cloud Computing Environment. Electronics, 10(21), 2718. https://doi.org/10.3390/electronics10212718