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Department of Mathematics

As part of a large public research university, the Department of Mathematics performs many different roles in fulfilling its mission to create, discover, and disseminate mathematical knowledge on a broad front. The fulfillment of this mission in accordance with the moral traditions and religious values is sought through:

  • Preparing generations of scientists and alumni working at scientific, research, educational, and industrial centers.
  • Providing better educational services for undergraduate students to study mathematics and gain useful skills through educational programs in accordance with the national standards to become competent users of mathematics, continue to grow in their chosen professions, and to function as productive citizens.
  • Contributing to the advancement of the mathematical sciences through graduate programs and research.
  • Recruiting human resources, potential research, and consulting expertise to help solve environmental problems, serve production sectors, and work on community development.
  • Maintaining the hallmark of the faculty in conducting the South Valley studies singularly, and implementing supporting projects to exit the narrow valley in southern Egypt.

You can access to our knowledge stock now and discover more about our latest researches and publications.

# Title Research Year
2091 Dynamics of skew information correlations in two coupled qubit-systems under the high nonlinearity of a parametric amplifier: Intrinsic decoherence model
2092 Dynamics of trace distance and Bures correlations in a three-qubit XY chain: Intrinsic noise model
2093 Nonclassical effects in a nonlinear two trapped-particles system under intrinsic decoherence
2094 Intrinsic decoherence effect on quantum coherence dynamics of a qutrit interacting resonantly with a coherent cavity field
2095 Dynamics of two coupled qubits in a two-mode cavity through four-photon processes: Nonclassical properties under intrinsic decoherence
2096 Complex Rayleigh–van-der-Pol–Duffing Oscillators: Dynamics, Phase, Antiphase Synchronization, and Image Encryption
2097 Dynamics of entanglement and population inversion of two qubits in a hybrid nonlinear system
2098 Quantifying the non-classical correlation of a two-atom system nonlinearly interacting with a coherent cavity: local quantum Fisher information and Bures distance entanglement
2099 Nonclassical correlations in two-qubit Ising model with an arbitrary magnetic field: Local quantum Fisher information and local quantum uncertainty
2100 Synchronization and desynchronization of chaotic models with integer, fractional and distributed orders and a color image encryption application