| 2501 |
GENERALIZED FUZZY SOFT COMPACT SPACES |
Department of Mathematics |
2020 |
| 2502 |
GENERALIZED FUZZY SOFT COMPACT SPACES |
Department of Mathematics |
2020 |
| 2503 |
Generating non-classical correlations between two superconductor qubits confined in atransmission cavity in dispersive limit under intrinsic noise |
Department of Mathematics |
2020 |
| 2504 |
Generating non-classical correlations between two superconductor qubits confined in atransmission cavity in dispersive limit under intrinsic noise |
Department of Mathematics |
2020 |
| 2505 |
Generating non-classical correlations between two superconductor qubits confined in atransmission cavity in dispersive limit under intrinsic noise |
Department of Mathematics |
2020 |
| 2506 |
Generating non-locality correlation via 2-photon resonant interaction of dissipative two-qubit system with coherent field |
Department of Mathematics |
2020 |
| 2507 |
Generating non-locality correlation via 2-photon resonant interaction of dissipative two-qubit system with coherent field |
Department of Mathematics |
2020 |
| 2508 |
Generating non-locality correlation via 2-photon resonant interaction of dissipative two-qubit system with coherent field |
Department of Mathematics |
2020 |
| 2509 |
Generation of quantum coherence in two-qubit cavity system: qubit-dipole coupling and decoherence effects |
Department of Mathematics |
2020 |
| 2510 |
Generation of quantum coherence in two-qubit cavity system: qubit-dipole coupling and decoherence effects |
Department of Mathematics |
2020 |
