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Factors influencing the process of learning mathematics among visually impaired and blind people.

, , , and . Comput. Biol. Medicine, (2019)

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On the queue-size distribution in the multi-server system with bounded capacity and packet dropping., and . Kybernetika, 49 (6): 855-867 (2013)On Time-Dependent Queue-Size Distribution in a Model With Finite Buffer Capacity and Deterministic Multiple Vacations With Applications to LTE DRX Mechanism Modeling., , and . IEEE Access, (2021)Queue-Size Distribution in a Discrete-Time Finite-Capacity Model with a Single Vacation Mechanism.. Symmetry, 14 (11): 2350 (2022)On Loss Process in a Queueing System Operating Under Single Vacation Policy.. ISAT (2), volume 656 of Advances in Intelligent Systems and Computing, page 210-218. Springer, (2017)Transient Solution for Queue-Size Distribution in a Certain Finite-Buffer Model with Server Working Vacations., and . ICIST, volume 639 of Communications in Computer and Information Science, page 426-440. (2016)Transient Solution for Queueing Delay Distribution in the GI/M/1/K-type Mode with "Queued" Waking up and Balking., , , , and . ICAISC (2), volume 9693 of Lecture Notes in Computer Science, page 340-351. Springer, (2016)Distribution of the time to buffer overflow in the M/G/1/N-type queueing model with batch arrivals and multiple vacation policy., and . JORS, 71 (3): 447-455 (2020)Study on Transient Queue-Size Distribution in the Finite-Buffer Model with Batch Arrivals and Multiple Vacation Policy., and . Entropy, 23 (11): 1410 (2021)Transient Behavior of a Queueing Model with Hyper-Exponentially Distributed Processing Times and Finite Buffer Capacity., and . Sensors, 22 (24): 9909 (2022)Time to Buffer Overflow in a Queueing Model with Working Vacation Policy., and . CN, volume 860 of Communications in Computer and Information Science, page 219-231. Springer, (2018)