- Game theory
- Gated recurrent units
- Gaussian elimination
- Gaussian filters
- Gaussian mixture models
- Gaussian processes
- Gaussian processes regression
- General adversarial networks
- Generalised additive models
- Generalized additive models
- Generalized linear models
- Generative adversarial imitation learning
- Generative models
- Genetic algorithms
- Genetic programming
- Geometric algorithms
- Geospatial data analysis
- Gesture recognition
- Goal-oriented agents
- Gradient boosting
- Gradient descent
- Gradient-based optimization
- Granger causality
- Graph clustering
- Graph databases
- Graph theory
- Graphical models
- Greedy algorithms
- Group decision making
- Grouping

# What is Genetic algorithms

**Genetic Algorithms: Exploring the Basics of Evolutionary Algorithms**

**Introduction:** Genetic algorithms, an offshoot of evolutionary algorithms, have been gaining traction in AI research due to their ability to solve optimization problems. This article is a comprehensive guide on genetic algorithms, exploring the basics and the practical use cases of this algorithm.

**What are genetic algorithms?**

Genetic algorithms are a class of optimization algorithms based on the principles of evolution, more specifically genetics. This algorithm can find the optimal solution to a problem by mimicking the processes of reproduction, mutation, and selection that occur in the natural world.

Genetic algorithms work on a population of candidate solutions that evolve over time through a series of permutation and combination operations. Each generation creates a new population by selecting the fittest individuals, breeding them, and introducing new mutations to the offspring. The process is repeated iteratively until a satisfactory solution is found or a predefined stopping criterion is reached.

The genetic algorithm has the advantage of being able to work on problems where other optimization algorithms fail due to complex, multidimensional search spaces or where the optimal solution is not known.

##### The Components of Genetic Algorithms

A genetic algorithm comprises of four primary components:

- Initial population
- Selection operator
- Crossover operator
- Mutation operator

Let's explore these components in more detail:

**1. Initial Population:**

The initial population is a set of random candidate solutions generated for the problem at hand. These solutions represent the starting point for the genetic algorithm's iterative search.

**2. Selection Operator:**

The selection operator identifies candidate solutions from the current population that are most fit for reproduction. The selection operator promotes individuals with better fitness, hence more likely to be selected for breeding.

**3. Crossover Operator:**

The crossover operator combines the genes of two parent candidates to create a new offspring candidate solution. The process mimics the exchange of genetic information that happens during sexual reproduction in nature. In other words, the offspring candidate solutions inherit a mixture of traits from the parents.

**4. Mutation Operator:**

The mutation operator introduces small changes to the gene of a candidate solution. The process is comparable to spontaneous genetic mutations that occur naturally. The mutation induces a small amount of randomness to potential solutions, which can help prevent the genetic algorithm from getting stuck in local optima.

**The Genetic Algorithm Process Flow:**

The genetic algorithm follows the following process flow:

- Randomly generate an initial population of candidate solutions;
- Evaluate the fitness of each candidate solution in the current population;
- Select the fittest individuals through the selection operator for reproduction;
- Apply the crossover operator to the selected individuals to generate a new offspring population.;
- Apply the mutation operator to the individual genes with a low probability to induce randomness;
- Evaluate the fitness of the resultant population;
- Repeat steps 3 to 6 until a satisfactory solution is found or defined stopping criterion met

The resulting population of the last iteration provides the optimal solution to the problem presented in the original population.

**Practical Use cases of Genetic Algorithm**

The usefulness of genetic algorithms is seen in their widespread applications in several domains, including:

**Optimization Problems:**Genetic algorithms can solve complex optimization problems that are otherwise challenging to solve using conventional optimization algorithms.**Data Mining:**Genetic algorithms are used to identify patterns in large datasets, cluster related data points, and determine the optimal set of attributes.**Machine Learning:**Genetic algorithm is used to find the optimal model hyperparameters in ML applications. These parameters can then be used to build a more accurate model.**Robotics:**Genetic algorithms can be used to train robots to achieve complex tasks like locomotion and navigation.

**Conclusion**

The genetic algorithm is a powerful optimization algorithm that mimics the evolutionary process of natural selection. The ability to solve optimization problems that are otherwise difficult to solve makes it a popular algorithm in many domains. If you are looking for an efficient way to optimize your functions or models, genetic algorithms might be the answer you seek.