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and their Formal Proofs
, 2012
"... Psicalculi is a parametric framework for extensions of the picalculus, with arbitrary data structures and logical assertions for facts about data. This thesis presents broadcast psicalculi and higherorder psicalculi, two extensions of the psicalculi framework, allowing respectively onetomany ..."
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show that depending on the specific extension, working out the formal proofs can be a workintensive process. We find that some of this work could be automated, and implementing such automation may facilitate the development of future extensions to the psicalculi framework. Acknowledgements I would
Formal Proof
, 2008
"... There remains but one course for the recovery of a sound and healthy condition—namely, that the entire work of the understanding be commenced afresh, and the mind itself be from the very outset not left to take its own course, but guided at every step; and the business be done as if by machinery. ..."
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Cited by 27 (1 self)
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There remains but one course for the recovery of a sound and healthy condition—namely, that the entire work of the understanding be commenced afresh, and the mind itself be from the very outset not left to take its own course, but guided at every step; and the business be done as if by machinery.
Formal Proof Sketches
 In Proceedings of TYPES’03, volume 3085 of LNCS
, 2002
"... We de ne the notion of formal proof sketch for the mathematical language Mizar. We show by examples that formal proof sketches are very close to informal mathematical proofs. We discuss some ways in which formal proof sketches might be used to improve mathematical proof assistants. 1 ..."
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Cited by 24 (3 self)
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We de ne the notion of formal proof sketch for the mathematical language Mizar. We show by examples that formal proof sketches are very close to informal mathematical proofs. We discuss some ways in which formal proof sketches might be used to improve mathematical proof assistants. 1
Autarkic Computations in Formal Proofs
 J. Autom. Reasoning
, 1997
"... Formal proofs in mathematics and computer science are being studied because these objects can be verified by a very simple computer program. An important open problem is whether these formal proofs can be generated with an effort not much greater than writing a mathematical paper in, say, L A ..."
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Cited by 28 (1 self)
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Formal proofs in mathematics and computer science are being studied because these objects can be verified by a very simple computer program. An important open problem is whether these formal proofs can be generated with an effort not much greater than writing a mathematical paper in, say, L A
The Formal Proof Sketch Challenge
"... A formal proof sketch is a way to present a formal proof in a style that is close to an informal proof, but which also is a skeleton of the full formal proof (this makes it easy to relate the presentation to the detailed formalization.) Recently to us every informal proof has started to feel like a ..."
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A formal proof sketch is a way to present a formal proof in a style that is close to an informal proof, but which also is a skeleton of the full formal proof (this makes it easy to relate the presentation to the detailed formalization.) Recently to us every informal proof has started to feel like a
Formal proof—theory and practice
 Notices AMS
, 2008
"... Aformal proof is a proof written in a precise artificial language that admits only a fixed repertoire of stylized steps. This formal language is usually designed so that there is a purely mechanical process by which the correctness of a proof in the language can be verified. Nowadays, there are nume ..."
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Cited by 20 (1 self)
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Aformal proof is a proof written in a precise artificial language that admits only a fixed repertoire of stylized steps. This formal language is usually designed so that there is a purely mechanical process by which the correctness of a proof in the language can be verified. Nowadays
Formal Proofs for the Security of Signcryption
 In PKC ’02
, 2002
"... Signcryption is a public key or asymmetric cryptographic method that provides simultaneously both message confidentiality and unforgeability at a lower computational and communication overhead. ..."
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Cited by 84 (3 self)
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Signcryption is a public key or asymmetric cryptographic method that provides simultaneously both message confidentiality and unforgeability at a lower computational and communication overhead.
FP and Formal Proofs
"... if op is commutative, then (foldright op id lst) = (foldleft op id lst) for all op, id, lst. is it true? how would one prove it? 2 FP and Formal Proofs Let’s try something simple and familiar first. (define len (lambda (lst) (if (null? lst)) ..."
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if op is commutative, then (foldright op id lst) = (foldleft op id lst) for all op, id, lst. is it true? how would one prove it? 2 FP and Formal Proofs Let’s try something simple and familiar first. (define len (lambda (lst) (if (null? lst))
An Exploration Tool for Formal Proofs
"... Proof assistants aid the user in proving mathematical theorems by taking care of lowlevel reasoning details. Their user interfaces often present proof information as text, which becomes increasingly difficult to comprehend as it grows in size. Panoptes is a software tool that enables users to explo ..."
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Cited by 1 (0 self)
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to explore graphical representations of the formal proofs produced by the imps Interactive Mathematical Proof System. Panoptes automatically displays an imps deduction graph as a visual graph that can be easily manipulated by the user. Its facilities include target zooming, floating information boxes, node
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622,786