Pages that link to "Item:Q346052"
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The following pages link to Single server retrial queues with two way communication (Q346052):
Displaying 37 items.
- Retrial queues with balanced call blending: analysis of single-server and multiserver model (Q291311) (← links)
- A survey of retrial queueing systems (Q513035) (← links)
- A functional approximation for retrial queues with two way communication (Q513049) (← links)
- Scaling limits for single server retrial queues with two-way communication (Q513051) (← links)
- A discrete-time Geom/G/1 retrial queue with balking customers and second optional service (Q522384) (← links)
- Optimal analysis for M/G/1 retrial queue with two-way communication (Q1649568) (← links)
- Regenerative analysis of two-way communication orbit-queue with general service time (Q1673474) (← links)
- Two-way communication \(M/M/1//N\) retrial queue (Q1798127) (← links)
- Central limit theorem for an \(M/M/1/1\) retrial queue with unreliable server and two-way communication (Q1980509) (← links)
- Single server queues with batch Poisson input and multiple types of outgoing calls (Q1995713) (← links)
- Analysis of the waiting time distribution in \(M/G/1\) retrial queues with two way communication (Q2115775) (← links)
- Queueing models for cognitive wireless networks with sensing time of secondary users (Q2115783) (← links)
- A finite-source \(M/G/1\) retrial queue with outgoing calls (Q2212268) (← links)
- Equilibrium pricing strategies in retrial queueing systems with complementary services (Q2290995) (← links)
- Equilibrium pricing in an M/G/1 retrial queue with reserved idle time and setup time (Q2293998) (← links)
- Two-way communication retrial queues with multiple types of outgoing calls (Q2355011) (← links)
- On a retrial queueing model with single/batch service and search of customers from the orbit (Q2355012) (← links)
- Markovian retrial queues with two way communication (Q2358880) (← links)
- \(\mathrm{M}/\mathrm{M}/c\) retrial queue with multiclass of customers (Q2513662) (← links)
- A single server feedback retrial queue with collisions (Q2655638) (← links)
- Two-way communication orbit queues with server vacation (Q2657577) (← links)
- Two Way Communication Retrial Queues with Balanced Call Blending (Q2900389) (← links)
- Bounds of the stationary distribution in M/G/1 retrial queue with two-way communication and n types of outgoing calls (Q3388444) (← links)
- Heavy Outgoing Call Asymptotics for $${MMPP{\slash }}M{\slash }1{\slash }1$$ Retrial Queue with Two-Way Communication (Q4685059) (← links)
- Two-Way Communication M/M/1/1 Queue with Server-Orbit Interaction and Feedback of Outgoing Retrial Calls (Q4685086) (← links)
- MAP/PH/1 Retrial Queue with Abandonment, Flush Out and Search of Customers (Q5005565) (← links)
- Unreliable Single-Server Queue with Two-Way Communication and Retrials of Blocked and Interrupted Calls for Cognitive Radio Networks (Q5005571) (← links)
- Asymptotic Analysis of the Output Process in Retrial Queue with Markov-Modulated Poisson Input Under Low Rate of Retrials Condition (Q5005595) (← links)
- Asymptotic Sojourn Time Analysis of Finite-Source M/M/1 Retrial Queuing System with Two-Way Communication (Q5126555) (← links)
- Retrial Queueing Model with Two-Way Communication, Unreliable Server and Resume of Interrupted Call for Cognitive Radio Networks (Q5126559) (← links)
- A Contribution to Modeling Two-Way Communication with Retrial Queueing Systems (Q5126561) (← links)
- Retrial Queue with Search of Interrupted Customers from the Finite Orbit (Q5126571) (← links)
- (Q5157682) (← links)
- AN EFFICIENT METHOD FOR PERFORMANCE ANALYSIS OF BLENDED CALL CENTERS WITH REDIAL (Q5166399) (← links)
- Joining strategies of noncooperative and cooperative in a single server retrial queue with <i>N</i>-policy and multiple server vacations (Q5875311) (← links)
- Refined tail asymptotic properties for the \(M^X/G/1\) retrial queue (Q6164143) (← links)
- Analysis of two-way communication in \(M_1^X, M_2/G_1,G_2/1\) retrial queue under the constant retrial policy (Q6657864) (← links)
