Research on Iterative Solution and Application of Non homogeneous Linear Equation Systems

Key Points

• This work aims to enhance the understanding and application of iterative methods for non-homogeneous linear equation systems.
• Utilization of limit thinking to deduce iterative methods.
• Expansion of theoretical frameworks through practical examples.
• Application of these systems to mathematical modeling.
• The iterative method effectively solves non-homogeneous linear equation systems.
• The theoretical framework is significantly enriched by practical applications.
• Applications in mathematical modeling show real-world relevance.