Table Of Content

sets and systems Fuzzy Sets and Systems 98 (1998) 403-404 Author Index Volume 98 (1998) Alkhamees, Y. and J.N. Mordeson, Local exam- Grivas, A., see K. Kiriakidis (1) 1- 14 ination of fuzzy intersection equations (2) 249-254 Guo, C., see C. Wu (3) 355-360 Ashida, T., see N. Yubazaki (3) 299-310 Hassan, A.A.M., see K.A. Dib (3) 393-402 Bakeir, M.Y., see K. El-Saady (2) 211-215 Hirota, K., see N. Yubazaki (3) 299-310 Bayoumi, F., see W. Gahler (2) 153-173 Holena, M., Fuzzy hypotheses for GUHA Bayoumi, F., see W. Gahler (2) 175-199 implications (1) 101-125 Brown, L.M. and M. Diker, Ditopological texture Hsieh, C.-T., see M.-C. Su (1) 33- 41 spaces and intuitionistic sets (2) 217-224 Hua, Y., see J.D. Jones (3) 267-278 Chakraborty, R.P., see M.N. Mukherjee (2) 207-210 Jang, L.C. and J.S. Kwon, A note on law of large Chanas, S. and D. Kuchta, Fuzzy integer transpor- numbers for fuzzy numbers in a Banach space (1) 77- 81 tation problem (3) 291-298 Jiang, W.-S., see X.-G. Shang (1) 95-— 99 Chen, J.-Q., Y.-G. Xi and Z.-J. Zhang, A cluster- Jones, J.D. and Y. Hua, A fuzzy knowledge base ing algorithm for fuzzy model identification (3) 319-329 to support routine engineering design (3) 267-278 Chin, C.-C., see M.-C. Su (1) 33- 41 Cho, C.-H., see J.-K. Kim (3) 337-341 Kaleva, O., The Peano theorem for fuzzy differen- Cho, S.J., see B.S. Lee (1) 133-136 tial equations revisited (Short Communication) (1) 147-148 Cohen, P.H., see R.J. Kuo (1) 15- 31 Kandel, A., see M. Friedman (1) 149 Kandil, A., see W. Gahler (2) 153-173 De Baets, B., see E. Tsiporkova (2) 225-240 Kandil, A., see W. Gahler (2) 175-199 Dib, K.A. and A.A.M. Hassan, The fuzzy normal Kassem, M.A.E., A study of fuzzy parametric on subgroup (3) 393-402 multiobjective nonlinear programming prob- Diker, M., see L.M. Brown (2) 217-224 lems without differentiability (1) 67- 75 Kaynak, M.O., see I.J. Rudas (1) 83- 94 El-Saady, K. and M.Y. Bakeir, Separation axioms Kerre, E., see E. Tsiporkova (2) 225-240 in fuzzy topological ordered spaces (2) 211-215 Kim, D., Improving the fuzzy system performance Esogbue, A.O. and Q. Song, On the decomposi- by fuzzy system ensemble (1) 43- 56 tion problem of fuzzy sets (1) 57— 66 Kim, J.-K., C.-H. Cho and H. Lee-Kwang, A note on the set-theoretical defuzzification (3) 337-341 Friedman, M., Ma Ming and A. Kandel, Com- Kim, D.S., see B.S. Lee (1) 133-136 ments on “The Peano theorem for fuzzy Kiriakidis, K., A. Grivas and A. Tzes, Quadratic differential equations revisited” (Short Com- stability analysis of the Takagi-Sugeno fuzzy munication) (1) 149 model (1) 1- 14 Fugui, S., Pointwise uniformities in fuzzy set Kuchta, D., see S. Chanas (3) 291-298 theory (1) 141-146 Kuo, R.J. and P.H. Cohen, Manufacturing process control through integration of neural networks Gahler, W., F. Bayoumi, A. Kandil and A. Nouh, and fuzzy model (1) 15- 31 The theory of global fuzzy neighborhood struc- Kwon, J.S., see L.C. Jang (1) 77- 81 tures. (II). Fuzzy topogenous orders (2) 153-173 Gahler, W., F. Bayoumi, A. Kandil and A. Nouh, Lal, R.N. and P.K. Lal, Probabilisation of a fuzzy The theory of global fuzzy neighborhood struc- n-metric lattice (3) 361-373 tures. (III). Fuzzy uniform structures (2) 175-199 Lal, P.K., see R.N. Lal (3) 361-373 Elsevier Science B.V. 404 Author Index / Fuzzy Sets and Systems 98 (1998) 403-404 Lee, B.S., G.M. Lee, S.J. Cho and D.S. Kim, Shang, X.-G. and W.-S. Jiang, Addition of fuzzy A common fixed point theorem for a pair of numbers based on generalized t-norms (1) 95-— 99 fuzzy mappings (1) 133-136 Shi, Y., see N. Yubazaki (3) 299-310 Lee, B.Y., see J.H. Park (2) 201-206 Singh, S., see S.S. Thakur (3) 383-391 Lee, G.M., see B.S. Lee (1) 133-136 Song, Q., see A.O. Esogbue (1) 57-— 66 Lee-Kwang, H., see J.-K. Kim (3) 337-341 Stojakovic, M., Representation of fuzzy-valued Levner, E., L. Meyzin and A. Ptuskin, Periodic mappings by the sequence of single-valued scheduling of a transporting robot under in- mappings (3) 375-381 complete input data: A fuzzy approach (3) 255-266 Su, M.-C., C.-T. Hsieh and C.-C. Chin, A neuro- Li, X., see G. Wang (3) 331-335 fuzzy approach to speech recognition without Lupianez, F.G., Fuzzy perfect maps and fuzzy time alignment (1) 33- 41 paracompactness (1) 137-140 Tepavéevic, A., see B. SeSelja (1) 127-132 Ma Ming, see M. Friedman (1) 149 Thakur, S.S. and S. Singh, On fuzzy semi-preopen Meyzin, L., see E. Levner (3) 255-266 sets and fuzzy semi-precontinuity (3) 383-391 Mordeson, J.N., see Y. Alkhamees (2) 249-254 Tsiporkova, E., B. De Baets and E. Kerre, On the Mukherjee, M.N. and R.P. Chakraborty, On fuzzy structure of the classes of stable and pure fuzzy almost compact spaces (2) 207-210 sets (2) 225-240 Munakata, T., Notes on implementing fuzzy sets Tzes, A., see K. Kiriakidis (1) I- 14 in Prolog (3) 311-317 Muto, A., see N. Yubazaki (3) 299-310 Wang, G., Infinite sum on the fuzzy real line (2) 241-248 Wang, G. and X. Li, The applications of interval- Nouh, A., see W. Gahler (2) 153-173 valued fuzzy numbers and interval-distribution Nouh, A., see W. Gahler (2) 175-199 numbers (3) 331-335 Wu, C., D. Zhang, C. Guo and C. Wu, Fuzzy Otani, M., see N. Yubazaki (3) 299-310 number fuzzy measures and fuzzy integrals. (1). Fuzzy integrals of functions with respect to Park, J.H. and B.Y. Lee, Fuzzy pairwise ex- fuzzy number fuzzy measures (3) 355-360 tremally disconnected spaces (2) 201-206 Wu, C., see C. Wu (3) 355—360 Pedrycz, W., Fuzzy set technology in knowledge discovery (3) 279-290 Xi, Y.-G., see J.-Q. Chen (3) 319-329 Ptuskin, A., see E. Levner (3) 255-266 Rudas, IJ. and M.O. Kaynak, Minimum and Yi, J., see N. Yubazaki (3) 299-310 maximum fuzziness generalized operators (1) 83-— 94 Yubazaki, N., M. Otani, A. Muto, T. Ashida, J. Yi, K. Hirota and Y. Shi, Fuzzy inference chip Sanchez, L., A random sets-based method for FZP-0401A based on interpolation algorithm (3) 299-310 identifying fuzzy models (3) 343-354 SeSelja, B. and A. Tepavéevic, On a representation Zhang, D., see C. Wu (3) 355-360 of posets by fuzzy sets (1) 127-132 Zhang, Z.-J., see J.-Q. Chen (3) 319-329