أحمد محمدكامل أحمد طرابيه

كلية العلوم

البيانات الشخصية

الوظيفة : أستاذ متفرغ
القسم : الرياضيات
التخصص :
هاتف العمل : 2403866/057
البريد الإلكتروني : a_tarabia@du.edu.eg

المقررات الدراسية

الأبحاث العلمية علي موقع الجامعه

الأبحاث العلمية من Google Scholar

-	A Hybrid Machine Learning and Metaheuristic Based Model for E-Business Risk Management
-	New Exact Solutions for Chen-Lee-Liu Equation.
-	Transient Analysis of Two- Class Priority Queuing System
-	New Exact Solitary Wave Solutions of the Perturbed Cubic-Quartic Complex Ginzburg–Landau Equation with Different Nonlinear Refractive Index Structures
-	A Hybrid Machine Learning and Metaheuristic Based Model for E‑Business Risk Management
-	Inverting of General (K, K)-Pentadiagonal Matrices with Applications
-	Arbitrary maximally entangled quantum prisoner’s dilemma
-	Transient Solution of Two–Class Priority Queuing System with Balking and Catastrophes
-	New optical solitons for perturbed stochastic nonlinear Schrödinger equation by functional variable method
-	New Exact Solutions for Chen-Lee-Liu Equation
-	Transient Analysis of Chemical Queue with Catastrophes and Server Repair
-	E-Bayesian and hierarchical Bayesian estimations for the inverse Weibull distribution
-	Influence of the Asymmetry of the Strategy Spaces on the Properties of the Quantum Prisoner’s Dilemma
-	Business intelligence for risk management: A review
-	A New Analysis of a Fluid Queue Driven By M/M/1 Queue
-	On the quaternion projective space
-	CLOUD STORAGE FACILITY AS A FLUID QUEUE CONTROLLED BY MARKOVIAN QUEUE
-	On the Analysis of Shortest Queue with Catastrophes and Restricted Capacities
-	Two-Class Priority Queueing System with Restricted Number of Priority Customers and Catastrophes
-	Alternative analysis of a fluid queue driven by Markovian queue
-	A modified approach for solving a fuzzy multi-objective programming problem
-	Extended inverse Weibull distribution with reliability application
-	Transient analysis of Markovian queueing system with balking and reneging subject to catastrophes and server failures
-	A Modified Interactive Stability Algorithm for Solving Multi-Objective NLP Problems with Fuzzy Parameters in Its Objective Functions
-	Transient and steady-state analysis of an M/M/1 queue with balking, catastrophes, server failures and repairs
-	Transient solution of a non-empty chemical queueing system
-	Advances in queueing theory and network applications
-	Transient analysis of two queues in parallel with jockeying
-	Analysis of random walks with an absorbing barrier and chemical rule
-	Explicit probability density function for the length of a busy period in an M/M/1/K queue
-	Analysis of two queues in parallel with jockeying and restricted capacities
-	A series approach for the transient solution of a non-empty Markovian queue with catastrophes
-	Analysis of M/M/1 queueing system with two priority classes
-	Two-class priority queueing system with restricted number of priority customers
-	Transient solution of a random walk with chemical rule
-	Exact transient solutions of nonempty Markovian queues
-	Errata: A Matrix with an application to the motion of an absorbing Markov chain. I.
-	A general solution of a chemical queue
-	A new formula for the busy period of a non-empty multiserver queueing system
-	A new formula for the transient behaviour of a non-empty M/M/1/∞ queue
-	The equivalence of the transient behaviour formulae for the single server queue
-	A new explicit solution for a chemical queue
-	Analysis of the busy period of the chemical queue: a series approach
-	Transient Analysis of a Non-empty M/M/1/N Queue an alternative Approach
-	Analysis of a non-empty M/M/l/N queue and alterna tive approach
-	On the transient behaviour of a double-ended Markovian queue
-	Transient analysis of m/m/1/n queue-an alternative approach
-	A simple transient analysis of an M/M/1/N queue
-	On the busy period of a multichannel Markovian queue
-	Explicative and numerical solutions of some queueing models
-	A matrix with an application to the motion of an absorbing Markov chain. I.
-	A matrix with an application to the motion of an absorbing Markov chain
-	On times to absorption of random walks