Search Results - "Ambrus, K."

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  1. 1

    Restriction of human IgG subclass expression in the population of auto-antibodies to glomerular basement membrane by BOWMAN, C, AMBRUS, K, LOCKWOOD, C. M

    Published in Clinical and experimental immunology (01-08-1987)
    “…To study the possible relationship between individual subclass expression and pathogenesis of antibody-mediated disease, we examined the immunoglobulin-G…”
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    Journal Article
  2. 2

    An optimization model for maintenance of engineering structures by Bako, A., Ambrus-Somogyi, K.

    “…With the recognition that the engineering structures maintenance and repair needs far exceed the resources available to address these needs, many firms have…”
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    Conference Proceeding
  3. 3

    Mild hyperthermia modulates biological activities of interferons by Payne, J, Nair, M P, Ambrus, J L, Chadha, K C

    “…A significant enhancement of antiviral activity of human IFN-alpha, -beta and -gamma and murine IFN-gamma is observed when cells are treated with mild…”
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    Journal Article
  4. 4

    Traffic Dependent Pavement Management Algorithm by Bako, A.I., Ambrus-Somogyi, K., Toth, L.

    “…The Road Management Systems (and the PMS) usually do not take into consideration the future traffic change. The maintenance and rehabilitation actions and the…”
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    Conference Proceeding
  5. 5

    Mathematical programming in the engineering education by Ambrus-Somogyi, K.

    “…In higher education those courses are very important, so that the students can immediately use in their own work. We can say, the themes of the course of…”
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    Conference Proceeding
  6. 6

    Optimization model of maintenance of engineering structures by Ambrus-Somogyi, K., Bako, A.

    “…In the PhD dissertation optimization models were developed for the pavement management system, which could help planning the optimal maintenance work. This…”
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    Conference Proceeding
  7. 7

    Fast algorithm to solve the most economical path problem in sparse matrices by Ambrus-Somogyi, K., Bako, A., Foldesi, P., Gati, J.

    “…Several variations exist of the shortest path problem depending on the type of the graph. The most common problems are the shortest path problem between two…”
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    Conference Proceeding
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