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Notation "[ rel _ _ in _ | _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ in _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ | _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ : _ | _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ in _ & _ | _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ in _ & _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ in _ | _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
Notation "[ rel _ _ in _ ]" was already used in scope fun_scope. [notation-overridden,parsing]
(** * Job Constructor *) (** In this file, we define a job-generation function to use in pair with a concrete arrival sequence. These facts sit at the basis of POET's assumption-less certificates, used to prove the absence of contradicting hypotheses in abstract RTA. *) (** The generated jobs to belong to the concrete task type. *) Definition Task := [eqType of concrete_task]. Definition Job := [eqType of concrete_job]. (** We first define a job-generation function that produces one concrete job of the given task, with the given job ID, arriving at the given time ... *) Definition generate_job_at tsk t id : Job := {| task.job_id := id ; task.job_arrival := t ; task.job_cost := task_cost tsk ; task.job_deadline := t + task_deadline tsk ; task.job_task := tsk |}. (** ... and then generalize the above function to an arbitrary number of jobs. *) Definition generate_jobs_at tsk n t := map (generate_job_at tsk t) (iota 0 n).