- Mar 31, 2020
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- Feb 10, 2020
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- Jan 21, 2020
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Pierre Roux authored
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- Dec 19, 2019
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Björn Brandenburg authored
Move everything into the new namespace starting with 'prosa' rather than the bland 'rt'.
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- Dec 18, 2019
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Björn Brandenburg authored
spell checker: add 'supremum' to dictionary
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- Dec 10, 2019
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- Dec 03, 2019
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Björn Brandenburg authored
Related issue: #37
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- Nov 19, 2019
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Björn Brandenburg authored
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Sergey Bozhko authored
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Sergey Bozhko authored
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Sergey Bozhko authored
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Sergey Bozhko authored
File preemption.util is renamed and moved to util.nondecreasing. The new util file can be used in both the old Prosa and the new Prosa.
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Sergey Bozhko authored
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Sergey Bozhko authored
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Sergey Bozhko authored
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Sergey Bozhko authored
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- Nov 18, 2019
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Sergey Bozhko authored
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- Nov 15, 2019
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Björn Brandenburg authored
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Björn Brandenburg authored
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Björn Brandenburg authored
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- Oct 15, 2019
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We no longer support Coq 8.8.
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- Sep 24, 2019
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- Sep 23, 2019
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Sergey Bozhko authored
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- Sep 17, 2019
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Sergey Bozhko authored
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- Aug 30, 2019
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Also removes an unnecessary module in rt.util.epsilon.
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- Aug 21, 2019
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Björn Brandenburg authored
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- Aug 20, 2019
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When we were writing the paper on Abstract RTA, we noticed that the response-time recurrence for EDF does not match the known bound. This merge request tightens the analysis in Prosa to match the known bound.
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- Aug 13, 2019
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Björn Brandenburg authored
Given an interval [a, b), a function f: nat -> T, a predicate P, and a total, reflexive, transitive relation R, [search_arg f P R a b] will find the x in [a, b) that is an extremum w.r.t. R among all elements x in [a, b) for which (f x) satisfies P. For example, this can be used to search in a schedule for a scheduled job released before some reference time with the earliest deadline.
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Björn Brandenburg authored
Points before or after an interval are not in the interval...
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Björn Brandenburg authored
n + a - b + b - a = n if n >= b
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Björn Brandenburg authored
...to match leq_ltn_trans in ssrnat
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- May 19, 2019
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Sergey Bozhko authored
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- May 16, 2019
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Björn Brandenburg authored
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- May 12, 2019
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Sergey Bozhko authored
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- May 03, 2019
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Sergey Bozhko authored
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- Apr 29, 2019
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Björn Brandenburg authored
The proof got stuck at the goal of {in l1, forall x0 : T, x0 != x} which requires unfolding of prop_in1 to get at the x0 before intros can be effective.
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- Apr 05, 2019
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Sergey Bozhko authored
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Sergey Bozhko authored
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- Sep 04, 2018
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Felipe Cerqueira authored
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- Jul 17, 2018
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Felipe Cerqueira authored
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