Iterative Processing

Iterative processing is a computational technique where tasks are repeated in cycles or iterations, refining results or performing incremental updates with each cycle. This approach is fundamental to many machine learning algorithms, such as gradient descent, where weights are updated iteratively to minimize a loss function. Introduced in the 1950s for early optimization problems, iterative processing remains a core methodology in fields like data analytics and artificial intelligence. Its ability to handle complex problems through gradual convergence makes it ideal for training models and solving systems of equations.

https://en.wikipedia.org/wiki/Iterative_method

One of the significant benefits of iterative processing is its ability to work with streaming or large-scale data, processing one chunk of data at a time rather than requiring the entire dataset to be loaded into memory. Techniques like stochastic gradient descent and mini-batch processing leverage iterative processing to train models on massive datasets efficiently. In big data frameworks like Apache Spark, iterative processing allows for fault tolerance and scalability, enabling computations to run across distributed systems while maintaining consistency and reliability.

https://spark.apache.org/docs/latest/rdd-programming-guide.html

Iterative processing is also prevalent in data cleaning, data transformation, and ETL workflows (Extract, Transform, Load). It allows tasks like deduplication, aggregation, or enrichment to refine datasets incrementally. Modern frameworks like TensorFlow and PyTorch integrate iterative processing for training neural networks, enabling dynamic updates and real-time monitoring of performance. The technique continues to evolve, powered by advancements in computational hardware like GPUs and TPUs, which accelerate iteration cycles for large-scale problems.

https://www.tensorflow.org/

https://pytorch.org/docs/stable/optim.html