This paper describes ways of using proofs as a foundation to improve the situation, in the context of the language ML [4]. The most common way to write ML programs is via a text editor and compiler (such as the Standard ML of New Jersey compiler). But program errors, in particular type errors, are generally difficult to track down. For novices, the lack of debugging support forms a barrier to learning FP concepts [5]
This document was originally produced as lecture notes for the MSc and PG course ``Formal Program De...
International audienceIn a world where trusting software systems is increasingly important, formal m...
Extended ML is a framework for the formal development of programs in the Standard ML programming lan...
This paper describes a novel editor intended as an aid in the learning of the functional programmin...
International audienceWe will present our ongoing work on a new proof assistant and deduction system...
International audienceWe will present our ongoing work on a new proof assistant and deduction system...
This is source code, the date is the date of the initial check-in in the version control systemPML i...
When we learn mathematics, we learn more than definitions and theorems. We learn techniques of proo...
Au cours des dernières années, les assistants de preuves on fait des progrès considérables et ont at...
Proof structures in traditional automatic theorem proving systems are generally designed for ecientl...
International audienceIn a world where trusting software systems is increasingly important, formal m...
AbstractThis paper describes an experimental system called ProveEasy for helping people learn to wri...
We present the design philosophy of a proof checker based on a notion of foundational proof certific...
International audienceIn a world where trusting software systems is increasingly important, formal m...
Proof structures in traditional automatic theorem proving systems are generally designed for efficie...
This document was originally produced as lecture notes for the MSc and PG course ``Formal Program De...
International audienceIn a world where trusting software systems is increasingly important, formal m...
Extended ML is a framework for the formal development of programs in the Standard ML programming lan...
This paper describes a novel editor intended as an aid in the learning of the functional programmin...
International audienceWe will present our ongoing work on a new proof assistant and deduction system...
International audienceWe will present our ongoing work on a new proof assistant and deduction system...
This is source code, the date is the date of the initial check-in in the version control systemPML i...
When we learn mathematics, we learn more than definitions and theorems. We learn techniques of proo...
Au cours des dernières années, les assistants de preuves on fait des progrès considérables et ont at...
Proof structures in traditional automatic theorem proving systems are generally designed for ecientl...
International audienceIn a world where trusting software systems is increasingly important, formal m...
AbstractThis paper describes an experimental system called ProveEasy for helping people learn to wri...
We present the design philosophy of a proof checker based on a notion of foundational proof certific...
International audienceIn a world where trusting software systems is increasingly important, formal m...
Proof structures in traditional automatic theorem proving systems are generally designed for efficie...
This document was originally produced as lecture notes for the MSc and PG course ``Formal Program De...
International audienceIn a world where trusting software systems is increasingly important, formal m...
Extended ML is a framework for the formal development of programs in the Standard ML programming lan...