Đỗ Ngọc Diệp

Các công bố khoa học

Ấn phẩm

1. 1. Koji Nagata, Renata Wong, Santanu Kumar Patro, Đỗ Ngọc Diệp, Tadao Nakamura, Incompleteness in the Bell Theorem with an Arbitrary Number of Settings, International Journal of Theoretical Physics, 59 (2020) (2020)
2. 2. Đỗ Ngọc Diệp, Koji Nagata, Renata Wong, Continuous-Variable Quantum Computing and its Applications to Cryptography, International Journal of Theoretical Physics, 59, 3184–3188(2020) (2020)
3. 3. Koji Nagata, Đỗ Ngọc Diệp, Tadao Nakamura, Quantum Cryptography Based on an Algorithmfor Determining a Function Using Qudit Systems, International Journal of Theoretical Physics, 59, No 9 (2020), 2875–2879 (2020)
4. 4. Đỗ Ngọc Diệp, Some Quantum Neural Networks, International Journal of Theoretical Physics, 59 (2020), 1179–1187 (2020)
5. 5. Koji Nagata, Santanu Kumar Patro, Shahrokh Heidari, Germano Resconi, Đỗ Ngọc Diệp, Tadao Nakamura, Han Geurdes, Incompleteness in the bell theorem involving all settings of measuring apparatus, Asia Pacific Journal of Mathematics, 2020 7:8. (2020)
6. 6. Koji Nagata, Đỗ Ngọc Diệp, Tadao Nakamura, Quantum Cryptography Through Some Algorithm for Quantum Computers, Asian Journal of Mathematics and Physics, 4, ISSUE 1, 2020, 7-13. (2020)
7. 7. Koji Nagata, Santanu Kumar Patro, Shahrokh Heidari, Han Geurdes, Đỗ Ngọc Diệp, Tadao Nakamura, Various New Forms of the Bernstein-Vazirani Algorithm Beyond Qubit Systems, Asian Journal of Mathematics and Physics, 3 (2019) 1-12. (2019)
8. 8. Koji Nagata, Tadao Nakamura, Ahmed Farouk, Đỗ Ngọc Diệp, No-Cloning Theorem, Kochen-Specker Theorem, and Quantum Measurement Theories, International Journal of Theoretical Physics, 58 (2019), 1845–1853 (2019)
9. 9. Koji Nagata, Tadao Nakamura, Ahmed Farouk, Đỗ Ngọc Diệp, Necessary and Sufficient Condition for Quantum Computing, International Journal of Theoretical Physics, 58 (2019), 136–14 (2019)
10. 10. Koji Nagata, Tadao Nakamura, Han Geurdes, Josep Batle, Ahmed Farouk, Đỗ Ngọc Diệp, Santanu Kumar Patro, Efficient Quantum Algorithms of Finding the Roots of a Polynomial Function, International Journal of Theoretical Physics 57 (2018), pp 2546–2555 (2018)
11. 11. Koji Nagata, Tadao Nakamura, Han Geurdes, Josep Batle, Soliman Abdalla, Ahmed Farouk, Đỗ Ngọc Diệp, Creating Very True Quantum Algorithms for Quantum Energy Based Computing, International, Journal of Theoretical Physics 57 (2018), pp 973–980 (2018)
12. 12. Đỗ Ngọc Diệp, Đỗ Hoàng Giang, Phan Huy Phu, Application of Quantum Gauss-Jordan Elimination Code to Quantum Secret Sharing Code, International Journal of Theoretical 57 (2018), pp 841–847 (2018)
13. 13. Đỗ Ngọc Diệp, Đỗ Hoàng Giang, Nguyễn Văn Minh, Quantum Gauss-Jordan Elimination and Simulation of Accounting Principles on Quantum Computers, International Journal of Theoretical Physics, 56 (2017), pp 1948–1960 (2017)
14. 14. Đỗ Ngọc Diệp, Đỗ Hoàng Giang, Quantum Communication and Quantum Multivariate Polynomial Interpolation, International Journal of Theoretical Physics, 56 (2017), 2797–2802, (2017)
15. 15. Đỗ Ngọc Diệp, On the Twisted KK-Theory and Positive Scalar Curvature Problem, International Journal of Advances in Mathematics 2017 (2017), 9-15 (2017)
16. 16. Đỗ Ngọc Diệp, Quantization of fields and automorphic representations, International Journal of Advances in Mathematics, 1 (2017), 48-54 (2017)
17. 17. Đỗ Ngọc Diệp, Đỗ Thị Phương Quỳnh, Poisson Summation and Endoscopy for Sp(4,R), Southeast Asian Bulletin of Mathematics, 40 (2016), 837-856 (2016)
18. 18. Đỗ Ngọc Diệp, Đỗ Thị Phương Quỳnh, Poisson summation and endoscopy for $SU(2,1)$, East West Journal of Mathematics 17 (2015), 125-140. (2015)
19. 19. Đỗ Ngọc Diệp, Đỗ Thị Phương Quỳnh, Automorphic representations of SL(2,R) and quantization of fields, American Research Journal of Mathematics, 1 (2015), 25-37. (2015)
20. 20. Đỗ Ngọc Diệp, Category of Noncommutative CW-Complexes. II, Vietnam J Math 42 (2014) 73–82 (2014)
21. 21. Đỗ Ngọc Diệp, Category of noncommutative CW complexes, Vietnam Journal of Mathematics 38 (2010), 363 -- 371 (2011)
22. 22. Nong Quoc Chinh, Đỗ Ngọc Diệp, Course of Differential Geometry, NXB DHQG HN, 2010 (in Vietnamese (2010)
23. 23. Đỗ Ngọc Diệp, Huynh Van Duc, Bui Doan Khanh, An algebraic approach to building quantum algorithms, Journal of Math.Appl. (Tap chi Ung dung Toan hoc), VII(2010), 93-110., (in Vietnamese) (2010)
24. 24. Đỗ Ngọc Diệp, H. D. Ton, On the electric-magnetic Goddard-Nuyts-Olive duality,, Vietnam Journal of Mathematics, 37 (2009), 457 -- 462. (2010)
25. 25. Đỗ Ngọc Diệp, A quantization procedure of fields based on geometric Langlands correspondence, International Journal of Mathematics and Mathematical Sciences, 2009 (2009), Article ID: 749361, 14. (2010)
26. 26. Đỗ Ngọc Diệp, Dao Vong Duc, Ha Vinh Tan, Nguyen Ai Viet, Convolution-wedge product of fields, Communications in Physics, 18 (2008), 111-118 (2008)
27. 27. Đỗ Ngọc Diệp, Dao Vong Duc, Ha Vinh Tan, Nguyen Ai Viet, Extended kaluza-klein unification model with mixed compactification, Communications in Physics, 18 (2008), 129-135 (2008)
28. 28. Đỗ Ngọc Diệp, Graded Čech cohomology in noncommutative geometry, . In: Advances in deterministic and stochastic analysis, 255 - 268, World Sci. Publ., Hackensack, NJ, 2007. (2007)
29. 29. Đỗ Ngọc Diệp, Quantized algebras of functions on affine Hecke algebras, International Conference Abstract and Applied Analysis and Application II, Quy Nhon, Vietnam, July 13-17, 20004 (2005)
30. 30. Đỗ Ngọc Diệp, Quantum computers and related mathematicalstructures, Tap chi Ung dung Toan hoc 2 (2004), 77 - 92 (in Vietnamese) (2004)
31. 31. Đỗ Ngọc Diệp, Riemann-Roch theorem and index theorem in non-commutative geometry, In: Abstract and applied analysis, 29-50, World Sci. Publishing, River Edge, NJ, 2004. (2004)
32. 32. Đỗ Ngọc Diệp, The noncommutative Chern-Connes character of the locally compact quantum normalizer of $SU (1,1$) in $SL(2, C)$, International Journal of Mathematics, 15 (2004), N0 4, 361 - 367. (2004)
33. 33. Đỗ Ngọc Diệp, Nguyen Viet Hai, Quantum co-adjoint orbits of the group of affine transformations of the complex line, Beitr. Algebra Geom 42 (2001), 419 - 430. (2001)
34. 34. Đỗ Ngọc Diệp, Nguyen Viet Hai, Quantum half-planes via deformation quantization, Beitr. Algebra Geom. 42 (2001), 407 - 417. (2001)
35. 35. Đỗ Ngọc Diệp, Aderemi O. Kuku, Nguyen Quoc Tho, Non-commutative Chern characters of compact quantum group, Journal of Algebra, 226 (2000), N0 1, 311 - 331. (2000)
36. 36. Đỗ Ngọc Diệp, Methods of noncommutative geometry for group C*-algebras, Chapman & Hall/CRC Research Notes in Mathematics, 416. Chapman & Hall/CRC, Boca Raton, FL, 2000. xii+351 pp. (2000)
37. 37. Đỗ Ngọc Diệp, T. C. Trung, A geometric realization of degenerate principal series presentations of symplectic groups, East-West J. Math. 1 (1999), 117 - 130. (1999)
38. 38. Đỗ Ngọc Diệp, Aderemi O. Kuku, Nguyen Quoc Tho, Non-commutative Chern characters for compact Lie group C*-algebras, K-Theory 17 (1999), 195 - 208. (1999)
39. 39. Đỗ Ngọc Diệp, Witten-Jeffrey-Kirwan localization formula for reduction at regular coadjoint orbits. Matimyas Matematika, Special Issue, August 1998, In: Proceedings "International Conference on Inverse Problems and Applications", February 23 - 27, 1998, 93 - 108. (1998)
40. 40. Đỗ Ngọc Diệp, On the Langlands type discrete groups III. Tthe continuous cohomology, Acta Mathematica Vietnamica , Issue 2, December 1997, Volume 22, 379-394 (1997)
41. 41. Đỗ Ngọc Diệp, Nguyễn Văn Thu, Homotopy invariance of entire current periodic cyclic homology, Vietnam J. Math. 25 (1997), 211 - 228. (1997)
42. 42. Đỗ Ngọc Diệp, Multidimensional quantization and degenerate principal series, Vietnam J. of Math. 23 (1995), 127 - 132. (1995)
43. 43. Đỗ Ngọc Diệp, Non-commutative geometry methods for group algebras, Dr. Sc. Thesis, Institute of Math. NCST of Vietnam, Hanoi, 1995, 147 pp. (in Vietnamese). (1995)
44. 44. Đỗ Ngọc Diệp, On the Langlands type discrete groups I. The Borel-Serre compactification., Acta Mathematica Vietnamic 12 (1987), 41 - 54. (1987)
45. 45. Đỗ Ngọc Diệp, Multidimensional quantization II, The covariant derivation. Acta Math. Vietnam. 7 (1982), 87 - 93 (1982)
46. 46. Đỗ Ngọc Diệp, Construction des représentations unitaires par les K-orbites et quantification, C. R. Acad. Paris Série A, 291 (1980), 295 - 298 (1980)
47. 47. Đỗ Ngọc Diệp, Multidimensional quantization I, The general construction. Acta Math. Vietnam. 5 (1980), 42 - 55 (1980)
48. 48. Đỗ Ngọc Diệp, The structure of C*-algebras of type I, Vestnik Moskov. Uni., 1978, 81 - 87 (1978)
49. 49. Đỗ Ngọc Diệp, Applications of the homological K-functor Ext to studying the structure of the C*-algebras of some solvable Lie groups, Ph. D. Thesis, Moskov. Uni., 1977 (1977)
50. 50. Đỗ Ngọc Diệp, The structure of the group C*-algebra of the group of affine transformations of the straight line, Funkt. Anal. i Priloz. 9 (1975), 63 - 64 (1975)

Tiền ấn phẩm

1. 1. Đỗ Ngọc Diệp, Multiparty Quantum Telecommunication Using Quantum Fourier Transforms, preprint arXiv:1705.02608 (2017)
2. 2. Đỗ Ngọc Diệp, Nguyễn Văn Minh, Quantum E-Cheques, preprint arXiv. (2017)
3. 3. Đỗ Ngọc Diệp, Transfering Quantum e-cheques in nonsecured channels. (2017)
4. 4. Đỗ Ngọc Diệp, Quantum computing determining a homogeneous linear function. (2017)
5. 5. Đỗ Ngọc Diệp, Creating very true quantum algorithms for quantum energy-based computing. (2017)
6. 6. Đỗ Ngọc Diệp, $\ell$-adic Poisson Formula and Endoscopy for $p$-Adic Reductive Groups (2016)