mention resume_panic entry point

[web.git] / research / publications.html

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--- a/research/publications.html
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@@ -5,6 +5,22 @@ slug: Publications
 
 <!-- <h3>Under Submission</h3> -->
 
 
 <!-- <h3>Under Submission</h3> -->
 

+<h3>2020</h3>
+
+<ul><li>
+  <b>The Future is Ours: Prophecy Variables in Separation Logic</b><br/>
+  Ralf Jung, Rodolphe Lepigre, Gaurav Parthasarathy, Marianna Rapoport, Amin Timany, Derek Dreyer, Bart Jacobs<br>
+  In <a href="https://popl20.sigplan.org/">POPL 2020</a><br>
+  [<a href="https://plv.mpi-sws.org/prophecies/paper.pdf">paper</a>] [<a href="https://plv.mpi-sws.org/prophecies/">paper website</a>  (incl. appendix and Coq formalization)]
+</li></ul>
+
+<ul><li>
+  <b>Stacked Borrows: An Aliasing Model for Rust</b><br/>
+  Ralf Jung, Hoang-Hai Dang, Jeehoon Kang, Derek Dreyer<br>
+  In <a href="https://popl20.sigplan.org/">POPL 2020</a><br>
+  [<a href="https://plv.mpi-sws.org/rustbelt/stacked-borrows/paper.pdf">paper</a>] [<a href="https://plv.mpi-sws.org/rustbelt/stacked-borrows/">paper website</a>  (incl. appendix and Coq formalization)]
+</li></ul>
+

 <h3>2018</h3>
 
 <ul><li>
 <h3>2018</h3>
 
 <ul><li>


@@ -62,12 +78,12 @@ slug: Publications
 
 <h3>2015</h3>
 
 
 <h3>2015</h3>
 

-<ul><li>
+<!--<ul><li>

   <b>Unifying Worlds and Resources</b><br/>
   Ralf Jung, Derek Dreyer<br>
   In <a href="https://users-cs.au.dk/birke/hope-2015/">HOPE 2015</a><br>
   [<a href="https://www.youtube.com/watch?v=9Dyna88piek&amp;list=PLnqUlCo055hX6SsmMr1AmW6quMjvdMPvK&amp;index=10" target="_blank">talk (YouTube)</a>] [<a href="iris/talk-hope2015.pdf">talk (slides)</a>]
   <b>Unifying Worlds and Resources</b><br/>
   Ralf Jung, Derek Dreyer<br>
   In <a href="https://users-cs.au.dk/birke/hope-2015/">HOPE 2015</a><br>
   [<a href="https://www.youtube.com/watch?v=9Dyna88piek&amp;list=PLnqUlCo055hX6SsmMr1AmW6quMjvdMPvK&amp;index=10" target="_blank">talk (YouTube)</a>] [<a href="iris/talk-hope2015.pdf">talk (slides)</a>]

-</li></ul>
+</li></ul>-->

 
 <ul><li>
   <b>Iris: Monoids and Invariants as an Orthogonal Basis for Concurrent Reasoning</b><br/>
 
 <ul><li>
   <b>Iris: Monoids and Invariants as an Orthogonal Basis for Concurrent Reasoning</b><br/>