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Optimization Engineering | Metaheuristic Optimization Algorithm Basic Fundamentals
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Q. What is Optimization?
A. Optimization means Optimum Point Where conditions are best and most favorable. Optimization algorithms help to obtain the best solutions for complex problems. Different numerical methods for optimization are used to design better systems.
Q. Why we do Optimization?
A. To Find the better/best among different possible solutions
Q. Why Objective functions are used?
A. Objective functions are used to Maximize or Minimize values that you are trying to Optimize. Using objective functions you can obtain a minimum or maximum value.
Q. Define Meta-heuristic optimization.
A. Metaheuristic algorithms plays important role in solving real-life problems. Metaheuristic algorithms are Optimization methods used to solve complex engineering problems. A Metaheuristic is an advanced technique for finding good solutions to a complex problem.
Q. Define multi-objective optimization problems?
A. When designers want to optimize two or more two objective functions simultaneously is known as a multi-objective optimization problem (aka multi-objective).
Q. Where metaheuristic algorithms are used?
A. Metaheuristic algorithms are used
- Machine Learning
- Data Mining
- System Modeling
- Simulation
- Engineering designs
- Fluid Dynamics
- Telecommunications
- Routing Problems
- Biology
- Finance
Q. Metaheuristic algorithms design criteria?
A. Two important design criteria's for metaheuristic optimization are:
- Exploration of the search space
- The exploitation of the best solution found
Q. Role of random values in optimization?
In this video, you will learn about metaheuristic algorithm basic fundamentals.
Video Link: https://youtu.be/PZ1kjwZ_pl4
Q. How Optimization algorithm works?
A. Optimization is performed randomly. It means the optimization process starts randomly by creating a set of random solutions.
Step 01: Create random solutions (i.e., Create initial population randomly).
Step 02: Compute fitness value for each solution.
Step 03: Combine, move or evolve the initial population over a pre-defined number of iteration.
Step 04: Repeat until the best solution is obtained.
In metaheuristic algorithms, the mechanism of combining, moving, or evolving the solution during optimization plays a major role to obtain the best solution among all.
Q. different types of optimization algorithm.
Hunting Search
Altruism Algorithm
Spiral Dynamic Algorithm (SDA)
Strawberry Algorithm
Artificial Algae Algorithm (AAA)
Bacterial Colony Optimization
Differential Search Algorithm (DS
Flower pollination algorithm (FPA)
Krill Herd
Water Cycle Algorithm
Black Holes Algorithm
Cuttlefish Algorithm
Plant Propagation Algorithm
Social Spider Optimization (SSO)
Spider Monkey Optimization (SMO) algorithm
Animal Migration Optimization (AMO) Algorithm
Artificial Ecosystem Algorithm (AEA)
Grey Wolf Optimizer
Seed Based Plant Propagation Algorithm
Lion Optimization Algorithm (LOA): A Nature-Inspired
Self-propelled Particles
Differential Evolution (DE)
Bacterial Foraging Optimization
Harmony Search (HS)
MBO: Marriage in Honey Bees Optimization
Artificial Fish School Algorithm
Bacteria Chemotaxis (BC) Algorithm
Social Cognitive Optimization (SCO)
Artificial Bee Colony Algorithm
Bees Algorithm
Glow-worm Swarm Optimization (GSO)
Honey-Bees Mating Optimization (HBMO) Algorithm
Invasive Weed Optimization (IWO)
Shuffled Frog Leaping Algorithm (SFLA)
Central Force Optimization
Intelligent Water Drops algorithm, or the IWD algorithm
River Formation Dynamics
Biogeography-based Optimization (BBO)
Roach Infestation Optimization (RIO)
Bacterial Evolutionary Algorithm (BEA)
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