In this note, I present my personal view on the interaction of the three areas Automated programming, Symbolic Computation, and Machine Learning. programming is the activity of finding a (hopefully) correct program (a...
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In this note, I present my personal view on the interaction of the three areas Automated programming, Symbolic Computation, and Machine Learning. programming is the activity of finding a (hopefully) correct program (algorithm) for a given problem. programming is central to automation in all areas and is considered one of the most creative human activities. However, already very early in the history of programming, people started to "jump to the meta-level" of programming, i.e., started to develop procedures that automate, or semi-automate, (various aspects or parts of) the process of programming. This area has various names like "Automated programming", "Automated Algorithm Synthesis", etc. Developing compilers can be considered an early example of a problem in automated programming. Automated reasoners for proving the correctness of programs with respect to a specification is an advanced example of a topic in automated programming. ChatGPT producing (amazingly good) programs from problem specifications in natural language is a recent example of automated programming. programming tends to become the most important activity as the level of technological sophistication increases. Therefore, automating programming is maybe the most exciting and relevant technological endeavor today. It also will have enormous impact on the global job market in the software industry. Roughly, I see two main approaches to automated programming:symbolic computationand machine learning. In this note, I explain how the two approaches work and that they are fundamentally different because they address two completely different ways of how problems are specified. Together, the two approaches constitute (part of) what some people like to call "artificial intelligence". In my analysis, both approaches are just part of (algorithmic) mathematics. The approaches, like all non-trivial mathematical methods, need quite some intelligence on the side of the human inventors of the methods. However, apply
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