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Right from the start of computing, it had been clear to many people that the effects of programs could be described mathematically; Turing himself wrote a convincing note on the topic, introducing the term “assertion” [6] [7]. Considerable work proceeded in the 1960s on mathematizing programming; not so much syntax (a problem which was largely covered by Chomsky’s work, originally for human linguistics) but semantics, reflected in particular in a 1964 conference in Vienna (the book appeared in 1966 [8]), but the formalisms remained impractical to use. A major advance happened with Floyd’s 1967 paper associating assertions, in Turing’s sense, with positions in the program [9]. In one of his most famous papers [10], Hoare turned Floyd’s ideas into a full-fledged axiomatic theory, giving birth to “axiomatic semantic”, also known nowadays as “Hoare logic” [11] [12].
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