Jeffry Hirst Explores Conservation Results in Higher-Order Reverse Mathematics 🧠
Discover key insights from Jeffry Hirst's lecture at the 'Reverse Mathematics: New Paradigms' workshop, highlighting significant conservation results in higher-order reverse mathematics.

Erwin Schrödinger International Institute for Mathematics and Physics (ESI)
37 views • Aug 5, 2025

About this video
This lecture was part of the Workshop on "Reverse Mathematics: New Paradigms" held at the ESI August 4 - 8, 2025.
This talk examines conservation results for some weak systems of higher order reverse mathematics over second order arithmetic. Results of this sort can allow the use of expressive higher order axioms to prove results in traditional subsystems. Older results will be surveyed, with the inclusion of some newer and preliminary work, plus open questions.
This talk examines conservation results for some weak systems of higher order reverse mathematics over second order arithmetic. Results of this sort can allow the use of expressive higher order axioms to prove results in traditional subsystems. Older results will be surveyed, with the inclusion of some newer and preliminary work, plus open questions.
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Video Information
Views
37
Duration
46:31
Published
Aug 5, 2025
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