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Academic Journal

Teaching Formal Methods and Discrete Mathematics

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 149, Iss Proc. F-IDE 2014, Pp 30-43 (2014)

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Academic Journal

Gelfand spectra in Grothendieck toposes using geometric mathematics

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 158, Iss Proc. QPL 2012, Pp 77-107 (2014)

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Academic Journal

The GF Mathematics Library

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 79, Iss Proc. THedu 2011, Pp 102-110 (2012)

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Academic Journal

Mathematics Is Imprecise

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 106, Iss Proc. TFPIE 2012, Pp 40-49 (2013)

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Academic Journal

From Mathematics to Abstract Machine: A formal derivation of an executable Krivine machine

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 76, Iss Proc. MSFP 2012, Pp 163-177 (2012)

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Conference

State Complexity of the Multiples of the Thue-Morse Set

Subjects: Thue-Morse set; Automaton; State complexity

  • Source: Electronic Proceedings in Theoretical Computer Science, 305, 34-49 (2019); The Tenth International Symposium on Games, Automata, Logics, and Formal Verification (GandALF 2019), Bordeaux, France [FR],

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Academic Journal

Technologies for 'Complete, Transparent & Interactive Models of Math' in Education

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 290, Iss Proc. ThEdu 2018, Pp 76-95 (2019)

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Academic Journal

Prototyping 'Systems that Explain Themselves' for Education

Subjects: Mathematics; QA1-939; Electronic computers. Computer science

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 267, Iss Proc. ThEdu 2017, Pp 89-107 (2018)

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