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    DEPARTMENT OF MATHEMATICS
    Home»Research»Publications 1999

    Publications 1999

    1. I. Cioranescu and V. Keyantuo  , Entire Regularizations of Strongly Continuous Groups and Products of Analytic Generators, Proc. Amer. Math. Soc., 1999.
    2. M. Reza Emamy-K.,   Geometry of cut-complexes and threshold logic,   J. Geom. 65 (1999), No. 1-2, 91-100.
    3. R. Figueroa, and P. Salzberg,  Discrete Tomography, Foundations, Algorithms & Applications,   Gabor T. Herman & Attila Kuba, Eds. Tomography on the 3D-Torus and Crystals, Chapter 19, Birkhauser, Boston, Dec. 1999.
    4. H. L. Janwa,  Relations among Expander Graphs, Codes, Sequence Design, and Their Applications,   Proceedings of the 4th World Multi-conference on Systemics, Cybernetics and Informatics (SCI2000) and ISAS2000), Vol. XI (2000) 122-124.
    5. H. L. Janwa (with H. F. Mattson Jr.),  Some Upper Bounds on the Covering Radii of Linear Codes over F(q) and Their Applications,   Designs, Codes and Cryptography, Vol. 18, No. 1-3, Dec. 1999, 163-181.
    6. A. K. Kelmans (with Xuerong Yong),  On the distribution of eigenvalues of graphs,   Discrete Math. 199 (1999), No. 1-3, 251-258.
    7. A. K. Kelmans (with I. Pak and A. Postnikov),  On generalizations of Abel’s and Hurwitz identities,   RUTCOR Research Report 48-99, Rutgers University (1999).
    8. A. K. Kelmans (with I. Pak and A. Posnikov),  Tree and forest polynomials of graphs,   RUTCOR Research Report, 47-99, Rutgers University (1999).
    9. A. K. Kelmans,  Hamiltonicity of claw- and net-free graphs,   RUTCOR Research Report, 17-99, Rutgers University (1999).
    10. A. K. Kelmans,  On graph closures,   RUTCOR Research Report, 11-199, Rutgers University (1999).
    11. L. Li,   Simple inductive C* algebras, Spectra and approximations by interval algebras,   J. Reine Angew. Math, 507 (1999) 57-79.
    12. O. Moreno,  Survey of Results on Signal Patterns for Locating One or Multiple Targets,   Kluwer Academic Publications, 1999, 353-368.
    13. Cornel Pasnicu,  Extensions of AH algebras with the ideal property,   Proc. Edinburgh Math. Soc. (2) 42 (1999), No. 1, 65-76.
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