Search Space
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A Search Space is a mathematical space that represents all possible solutions for a given search problem (supporting optimization tasks and decision making).
- Context:
- It can represent Solution Set through parameters and constraints that define valid solutions.
- It can enable Search Algorithm to systematically explore potential solutions for optimization.
- It can support Local Search through neighborhood functions and solution proximity.
- It can facilitate Global Search by mapping the complete solution landscape.
- It can maintain Solution Quality through fitness functions and evaluation metrics.
- It can implement Search Strategy based on problem characteristics and optimization goals.
- It can handle Search Constraint through feasibility checks and boundary conditions.
- It can range from being a Discrete Search Space to being a Continuous Search Space, depending on its solution type.
- It can scale from being a Small Search Space to being a Large Search Space, depending on its problem complexity.
- ...
- Examples:
- Combinatorial Search Spaces, such as:
- Continuous Optimization Spaces, such as:
- Machine Learning Spaces, such as:
- Algorithmic Space, such as: ...
- ...
- Counter-Examples:
- Solution Space, which represents only valid solutions without search dynamics.
- Problem Space, which defines problem characteristics rather than solution landscapes.
- Decision Space, which focuses on choice selection rather than solution search.
- See: Search Algorithm, Optimization Space, Solution Landscape, Search Strategy, Problem Space.