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Theorem provers as a learning tool in theory of computation
This paper presents first results of an evaluation study investigating whether an interactive
theorem prover like Coq can be used to help undergraduate computer science (CS) …
theorem prover like Coq can be used to help undergraduate computer science (CS) …
Formal proof: reconciling correctness and understanding
Hilbert's concept of formal proof is an ideal of rigour for mathematics which has important
applications in mathematical logic, but seems irrelevant for the practice of mathematics. The …
applications in mathematical logic, but seems irrelevant for the practice of mathematics. The …
Proof assistants for teaching: a survey
In parallel to the ever-growing usage of mechanized proofs in diverse areas of mathematics
and computer science, proof assistants are used more and more for education. In this talk …
and computer science, proof assistants are used more and more for education. In this talk …
Was macht Theoretische Informatik so schwierig? Ergebnisse einer qualitativen Einzelfallstudie
Dieser Artikel stellt eine qualitative Einzelfallstudie vor, die als nicht-teilnehmende
Beobachtung gestaltet war und in der untersucht wurde, wie drei Informatik …
Beobachtung gestaltet war und in der untersucht wurde, wie drei Informatik …
[کتاب][B] Assertion level proof planning with compiled strategies
D Dietrich - 2011 - publikationen.sulb.uni-saarland.de
This book presents new techniques that allow the automatic verification and generation of
abstract human-style proofs. The core of this approach builds an efficient calculus that works …
abstract human-style proofs. The core of this approach builds an efficient calculus that works …
Resource-bounded modelling and analysis of human-level interactive proofs
Abstract Mathematics is the lingua franca of modern science, not least because of its
conciseness and abstractive power. The ability to prove mathematical theorems is a key …
conciseness and abstractive power. The ability to prove mathematical theorems is a key …
Granularity analysis for mathematical proofs
Mathematical proofs generally allow for various levels of detail and conciseness, such that
they can be adapted for a particular audience or purpose. Using automated reasoning …
they can be adapted for a particular audience or purpose. Using automated reasoning …
Proof granularity as an empirical problem?
Even in introductory textbooks on mathematical proof, intermediate proof steps are generally
skipped when this seems appropriate. This gives rise to different granularities of proofs …
skipped when this seems appropriate. This gives rise to different granularities of proofs …
A Method for Adapting Granularity of Mathematical Proofs using Metamath
Understanding mathematical proofs is often not an easy task, especially in the first
introductions. One of the determining factors in understanding a mathematical proof is the …
introductions. One of the determining factors in understanding a mathematical proof is the …
Combining proofs to form different proofs
Different Automated Theorem Proving (ATP) systems solve different parts of different
problems in different ways. Given a set of proofs produced by ATP systems based on …
problems in different ways. Given a set of proofs produced by ATP systems based on …