Papers Published in Refereed Journals

 

  1. A.H. Zemanian, An approximate method of evaluating integral transforms. Journal of Applied Physics, vol. 25 (1954), 262-265.
  2. A.H. Zemanian, Bounds existing on the time and frequency responses of various types of networks. Proceedings of the Institute of Radio Engineers, vol. 42 (1954), 835-839.
  3. A.H. Zemanian, Further Bounds existing on the transient responses of various types of networks. Proceedings of the Institute of Radio Engineers, vol. 43 (1955), 322-326.
  4. A.H. Zemanian, Further effects of the pole and zero locations on the step response of fixed linear systems. Transactions of the American Institute of Electrical Engineers, (March) 1955, 52-55.
  5. A.H. Zemanian, A note on the bounds on autocorrelation functions. IRE Transactions on Information Theory, vol. IT-1 (1955), 48-49.
  6. A.H. Zemanian, Restrictions on the shape factors of the step response of positive-real system functions. Proceedings of the Institute of Radio Engineers, vol. 44 (1956), 1160-1165.
  7. A.H. Zemanian, Some inequalities for Fourier transforms. Proceedings of the American Mathematical Society, vol. 8 (1957), 468-475.
  8. A.H. Zemanian, A property of Hurwitz polynomials and some associated inequalities for Fourier transforms. Proceedings of the American Mathematical Society, vol. 8 (1957), 716-723.
  9. A.H. Zemanian, Bounds of the Fourier transforms of monotonic functions. Duke Mathematical Journal, vol. 24 (1957), 499-504.
  10. A.H. Zemanian, A property of ladder networks. Proceedings of the Institute of Radio Engineers, vol. 46 (1958), 916-917.
  11. A.H. Zemanian and P.E. Fleischer, On the transient responses of ladder networks. IRE Transactions on Circuit Theory, vol. CT-5 (1958), 197-201.
  12. A.H. Zemanian, On transfer functions and transients. Quarterly of Applied Mathematics, vol. 16 (1958), 73-94.
  13. A.H. Zemanian, Improvement in some bounds on transient responses. Proceedings of the Institute of Radio Engineers, vol. 46 (1958), 1958-1959.
  14. A.H. Zemanian, Conditions on pole and zero locations which insure a nondecreasing step response. IRE Transactions on Circuit Theory, vol. CT-6 (1959), 130.
  15. A.H. Zemanian, Network realizability in the time domain. IRE Transactions on Circuit Theory, vol. CT-6 (1959), 288-291.
  16. A.H. Zemanian, Some properties of rational transfer functions and their Laplace transformations. Quarterly of Applied Mathematics, vol. 17 (1959), 245-253.
  17. A.H. Zemanian, On the pole and zero locations of rational Laplace transformations of nonnegative functions. Proceedings of the American Mathematical Society, vol. 10 (1959), 868-872.
  18. A.H. Zemanian, Generalizations of the concept of the positive-real function. IRE Transactions on Circuit Theory, vol. CT-6 (1959), 374-383.
  19. A.H. Zemanian, The properties of pole and zero locations for nondecreasing step responses. Transactions of the American Institute of Electrical Engineers, vol. 50 (1960), 421-426.
  20. A.H. Zemanian, Further properties of certain classes of transfer functions. Quarterly of Applied Mathematics, vol. 18 (1960), 223-228.
  21. A.H. Zemanian, Some energy relations for RC networks. Journal of the Franklin Institute,
    vol. 270 (1960), 353-358.
  22. A.H. Zemanian, Trudi's sequence as a substitute for Sturm's sequence. IRE Transactions on Circuit Theory, vol. CT-7 (1960), 346-347.
  23. A.H. Zemanian, Nondecreasing step responses whose system functions are subclass k. Quarterly of Applied Mathematics, vol. 18 (1961), 363-373.
  24. A.H. Zemanian, The zeros of transient responses. IRE Transactions on Circuit Theory, vol. CT-8 (1961), 109-113.
  25. A.H. Zemanian, Further properties of certain classes of transfer functions: II. Quarterly of Applied Mathematics, vol. 19 (1961), 158-159.
  26. A.H. Zemanian, On the pole and zero locations of rational Laplace transformations of nonnegative functions: II. Proceedings of the American Mathematical Society, vol. 12 (1961), 870-874.
  27. A.H. Zemanian, Transformations of positive-real functions and matrices arising from complex convolution. Journal of Mathematics and Physics, vol. 40 (1961), 260-270.
  28. A.H. Zemanian, An upper bound on non-negative transient responses. Quarterly of Applied Mathematics, vol. 20 (1962), 88-89.
  29. B.J. Matkowski and A.H. Zemanian, A contribution to root-locus techniques for the analysis of transient responses. IRE Transactions on Automatic Control, vol. AC-7 (1962), 69-73.
  30. K. Steiglitz and A.H. Zemanian, Sufficient conditions on pole and zero locations for rational positive-real functions. IRE Transactions on Circuit Theory, vol. CT-9 (1962), 267-277.
  31. A.H. Zemanian, Two inequalities useful in transient analysis. Proceedings of the Institute of Radio Engineers, vol.50 (1962), 2140-2141.
  32. A.H. Zemanian, An n-port realizability theory based on the theory of distributions. IEEE Transactions on Circuit Theory, vol. CT-10 (1963), 265-274.
  33. Armen H. Zemanian and Nelson Chang, The behavior of attenuation for systems having monotonic step and impulse responses. IEEE Transactions on Circuit Theory, vol. CT-10 (1963), 252-255.
  34. A.H. Zemanian, The time-domain synthesis of distributions. IEEE Transactions on Circuit Theory, vol.CT-11 (1964), 487-493.
  35. A.H. Zemanian, A characterization of the inverse Laplace transforms of rational positive-real matrices. SIAM Journal on Applied Mathematics, vol. 13 (1965), 463-468.
  36. A.H. Zemanian, Paper networks. IEEE Transactions on Circuit Theory, vol. CT-12 (1965), 425-426.
  37. Heinz Konig and Armen H. Zemanian, Necessary and sufficient conditions for a matrix distribution to have a positive-real Laplace transform. SIAM Journal on Applied Mathematics, vol.13 (1965), 1036-1040.
  38. A.H. Zemanian, The distributional Laplace and Mellin transformations. SIAM Journal on Applied Mathematics, vol.14 (1966), 41-59.
  39. A.H. Zemanian, Inversion formulas for the distributional Laplace transformation. SIAM Journal on Applied Mathematics, vol. 14 (1966), 159-166.
  40. A.H. Zemanian, Some convergence properties of exponential series expansions of distributions. Journal of Mathematical Analysis and Applications, vol.34 (1966), 195-204.
  41. A.H. Zemanian, Paper networks: II. IEEE Transactions on Circuit Theory, vol. CT-13 (1966), 110-111.
  42. A.H. Zemanian, Orthonormal series expansions of certain distributions and distributional transform calculus. Journal of Mathematical Analysis and Applications, vol. 14 (1966), 263-275.
  43. A.H. Zemanian, The convolution transformation of certain generalized functions and its inversion. Bulletin of the American Mathematical Society, vol. 72 (1966), 725-727.
  44. A.H. Zemanian, A distributional Hankel transformation. SIAM Journal on Applied Mathematics, vol.14 (1966), 561-576.
  45. A.H. Zemanian, The Hankel transformation of certain distributions of rapid growth. SIAM Journal on Applied Mathematics, vol. 14 (1966), 678-690.
  46. A.H. Zemanian, A distributional K transformation. SIAM Journal on Applied Mathematics, vol. 14 (1966), 1350-1365.
  47. A.H. Zemanian, Some Abelian theorems for the distributional Hankel and K transformations. SIAM Journal on Applied Mathematics, vol. 14 (1966), 1255-1265.
  48. A.H. Zemanian, A generalized convolution transformation. SIAM Journal on Applied Mathematics, vol. 15 (1967), 324-346.
  49. A.H. Zemanian nd R.P. Tewarson, The numerical evaluation of distributional transforms. SIAM Journal on Numerical Analysis, vol. 4 (1969), 271-282.
  50. A.H. Zemanian, The Weierstrass transformation of certain generalized functions. Bulletin of the American Mathematical Society, vol. 73 (1967), 682-684.
  51. A.H. Zemanian, A generalized Weierstrass transformation. SIAM Journal on Applied Mathematics, vol. 15 (1967), 1088-1105.
  52. A.H. Zemanian, A solution of a division problem arising from Bessel-type differential equations. SIAM Journal on Applied Mathematics, vol. 15 (1967) 1106-1112.
  53. A.H. Zemanian, Hankel transforms of arbitrary order. Duke Mathematical Journal, vol. 34 (1967), 761-770.
  54. A.H. Zemanian, An introduction to generalized functions and the generalized Laplace and Legendre transformations. SIAM Review, vol.10 (1968), 1-24.
  55. J.N. Pandey and A.H. Zemanian, Complex inversion for the generalized convolution transformation. Pacific Journal of Mathematics, vol.25 (1968), 147-157.
  56. A.H. Zemanian, A frequency-domain characterization for the causality of active linear systems. IEEE Transactions on Circuit Theory, vol. CT-15 (1968), 263-265.
  57. E.L. Koh and A.H. Zemanian, The complex Hankel and I transformations of generalized functions. SIAM Journal on Applied Mathematics, vol. 16 (1968), 945-957.
  58. A.H. Zemanian, The postulational foundations of linear systems. Journal of Mathematical Analysis and Applications, vol. 24 (1968), 409-429.
  59. J.N. Pandey and A.H. Zemanian, An extension of Tanno's form of the convolution transformation. Tohoku Mathematical Journal, vol. 20 (1968), 425-430.
  60. A.H. Zemanian, The Hilbert port: An extension of the concept of the n-port. IEEE Transactions on Circuit Theory, vol. CT-16 (1969), 381-382.
  61. A.H. Zemanian, The Hilbert port. SIAM Journal on Applied Mathematics, vol.18 (1970), 98-138.
  62. A.H. Zemanian, A scattering formulism for the Hilbert port. SIAM Journal on Applied Mathematics, vol. 18 (1970), 467-488.
  63. A.H. Zemanian, The passivity and semipassivity of time-varying systems under the admittance formulism. SIAM Journal on Applied Mathematics, vol. 21 (1971), 533-541.
  64. A.H. Zemanian, Banach systems, Hilbert ports, and infinity-ports. Published in Network Theory, edited by R.Boite, Gordon and Breach Science Publishers, New York, 1972, 251-309.
  65. A.H. Zemanian, Realizability conditions for time-varying and time-invariant Hilbert ports.
    SIAM Journal on Applied Mathematics, vol. 22 (1972), 612-628.
  66. A.H. Zemanian, The cascade loading of active systems. Journal of Mathematical Analysis and Applications, vol. 39 (1972), 625-635.
  67. J.W. Helton and A.H. Zemanian, The cascade loading of passive Hilbert ports. SIAM Journal on Appled Mathematics, vol. 23 (1972), 292-306.
  68. A.H. Zemanian, Relaxive one-ports. IEEE Transactions on Circuit Theory, vol. CT-20 (1973), 139-142.
  69. A.H. Zemanian, Relaxive Hilbert ports. SIAM Journal on Control, vol. 12 (1974), 106-123.
  70. A.H. Zemanian, Passive operator networks. IEEE Transactions on Circuits and Systems, vol. CAS-21 (1974), 184-193.
  71. A.H. Zemanian, Countably infinite networks that need not be locally finite. IEEE Transactions on Circuits and Systems, vol. CAS-21 (1974), 274-277.
  72. A.H. Zemanian, Infinite networks of positive operators. International Journal on Circuit Theory and Applications, vol. 2 (1974), 69-78.
  73. A.H. Zemanian, Continued fractions of operator-valued analytic functions, Journal of Approximation Theory, vol. 11 (1974), 319-326.
  74. Vaclav Dolezal and Armen Zemanian, Hilbert networks II: Some qualitative properties. SIAM Journal on Control, vol. 13 (1975), 153-161.
  75. A.H. Zemanian, The Kontorovich-Lebedev transformation on distributions of compact support and its inversion. Mathematical Proceedings of the Cambridge Philosophical Society, vol. 77 (1975), 139-143.
  76. A.H. Zemanian, The connections at infinity of a countable resistive network. The International Journal of Circuit Theory and Applications, vol. 3 (1975), 333-337.
  77. A.H. Zemanian, Infinite electrical networks. Proceedings of the Institute of Electrical and Electronic Engineers, vol. 64 (1976), 6-17.
  78. A.H. Zemanian, The complete behavior of certain infinite networks under Kirchhoff's node and loop laws. SIAM Journal on Applied Mathematics, vol. 30 (1976), 278-295.
  79. A.H. Zemanian, The voltage and current transfer ratios of RLC operator networks. Journal of Mathematical Analysis and Applications, vol. 55 (1976), 394-406.
  80. L.P. D'Amato and A.H. Zemanian, A boundary-value criterion for semipassive Hilbert ports. SIAM Journal on Control, vol.14 (1976), 763-768.
  81. A.H. Zemanian, The limb analysis of countably infinite electrical networks. Journal of Combinatorial Theory - Series B, vol. 24 (1978), 76-93.
  82. A.H. Zemanian, Proportioning networks: A model for a two-level marketing system in an underdeveloped economy. SIAM Journal on Applied Mathematics, vol. 33 (1977), 619-639.
  83. A.H. Zemanian, Market networks: An electrical analog. IEEE Transactions on Circuits and Systems, vol. CAS-24 (1977), 736-744.
  84. A.H. Zemanian, The balanced states of a proportioning network. SIAM Journal on Applied Mathematics, vol. 34 (1978), 597-610.
  85. A.H. Zemanian, The composition representation of time-varying systems with Banach-space-valued distributional signals. IEEE Transactions on Circuits and Systems, vol. CAS-25 (1978), 793-799.
  86. A.H. Zemanian, The steady and oscillating states of a proportioning network. SIAM Journal on Applied Mathematics, vol. 35 (1978), 496-507.
  87. A.H. Zemanian, Nonlinear, resistive, countably infinite, electrical networks. Applicable Analysis, vol. 8 (1978), 185-192.
  88. A.H. Zemanian, Two-level periodic marketing networks without market news. Journal of Mathematical Analysis and Applications, vol. 68 (1979), 509-525.
  89. A.H. Zemanian, Countably infinite, nonlinear, time-varying, active, electrical networks. SIAM Journal on Mathematical Analysis, vol.10 (1979), 944-960.
  90. A.H. Zemanian, Countably infinite, time-varying, electrical networks, SIAM Journal on Mathematical Analysis, vol. 10 (1979), 1193-1198.
  91. A.H. Zemanian, Some models in the social and behavioral sciences based on proportioning networks. Published in Constructive Approaches to Mathematical Models, edited by George Fix, Academic Press, New York, 1979, 113-123.
  92. A.H. Zemanian, Two-level periodic marketing networks wherein traders store goods, Geographical Analysis, vol. 12 (1980), 353-372.
  93. A.H. Zemanian, The characteristic-resistance method for grounded semi-infinite grids, SIAM Journal on Mathematical Analysis, vol. 12 (1981), 115-138.
  94. A.H. Zemanian, A dynamic economic model of periodic marketing rings. Geographical Analysis, vol. 13 (1981), 165-180.
  95. A.H. Zemanian, Dynamic adjustment of labor allocation between collective, state, or cooperative farming and private farming in a planned economy. Journal of Comparative Economics, vol. 5 (1981) 292-317.
  96. A.H. Zemanian, Equilibrium and stability in a periodic marketing ring. SIAM Journal on Algebraic and Discrete Methods, vol. 2 (1981), 275-288.
  97. A.H. Zemanian, Economic models of periodic marketing systems. Published in Global Modelling, edited by S.Krcevinac, Springer-Verlag Lecture Notes in Control and Information Sciences, vol. 35 (1981), 119-129.
  98. A.H. Zemanian, Parametric representations of time-varying systems with Banach-space-valued signals. Systems and Control Letters, vol. 1 (1982), 252-254.
  99. A.H. Zemanian, The dynamic behavior of two firms sharing a joint venture. International Journal of Policy Analysis and Information Systems, vol. 6 (1982), 91-114.
  100. A.H. Zemanian, Nonuniform semi-infinite grounded grids. SIAM Journal on Mathematical Analysis, vol. 13 (1982), 770-788.
  101. A.H. Zemanian, A justification of the characteristic-impedance method for lumped periodic cascades, IEEE Transactions on Circuits and Systems, vol. CAS-29 (1982), 323-327.
  102. A.C. Tucker and A.H. Zemanian, A matroid related to countably infinite, finitely chainlike graphs. Networks, vol. 12 (1982), 453-457.
  103. A.H. Zemanian, The gathering of a commodity through a periodic marketing ring. Published in System Modeling and Optimization, edited by R.F.Drenick and F.Kozin, Springer-Verlag Lecture Notes in Control and Information Sciences, vol. 38 (1982), 697-703.
  104. A.H. Zemanian and Prasad Subramaniam, A theory for ungrounded electrical grids and its application to the geophysical exploration of layered strata. Studia Mathematica, vol. 77 (1983), 163-181.
  105. Prasad Subramaniam and Armen H. Zemanian, Analysis of $ del sup 2 phi ~-~ c sup 2 phi ~=~ g$ in a semi-infinite medium with an irregular boundary by means of network manipulations. IEEE Transactions on Circuits and Systems, vol. CAS-30 (1983), 300-307.
  106. A.H. Zemanian and Prasad Subramaniam, A solution for an infinite electrical network arising from various physical phenomena. International Journal of Circuit Theory and Applications, vol. 11 (1983), 265-278.
  107. A.H. Zemanian, A dynamic marketing network with monopsonistic acquisition and perfectly competitive disposition. Joint Issue on Large Scale Systems: IEEE Transactions on Automatic Control, vol. AC-28 (1983), 695-700; IEEE Transactions on Ciruits and Systems, vol., CAS-30 (1983), 382-387; IEEE Transactions on Systems, Man, and Cybernetics, vol. SMC-13 (1983), 494-499.
  108. A.H. Zemanian, A dynamic marketing, storage, and transportation system with perfect competition in each of its markets. IMA Journal of Applied Mathematics, vol. 31 (1983), 51-78.
  109. A.H. Zemanian, The driving-point immittances of infinite cascades of nonlinear three-terminal networks; Part I: Uniform cascades and characteristic immittances. IEEE Transactions on Circuits and Systems, vol. CAS-31 (1984), 326-336.
  110. A.H. Zemanian, The driving-point immittances of infinite cascades of nonlinear three-terminal networks; Part II: Nonuniform cascades. IEEE Transactions on Circuits and Systems, vol. CAS-31 (1984), 336-341.
  111. A.H. Zemanian, The optimal length of a marketing week. Geographical Analysis, vol. 16 (1984), 134-148.
  112. A.H. Zemanian, A classical puzzle: The driving-point resistances of infinite grids. IEEE Circuits and Systems Magazine, vol. 6 (1984), 7-9.
  113. A.H. Zemanian, The driving-point immittances of infinite cascades of nonlinear resistive two-ports. IEEE Transactions on Circuits and Systems, vol. CAS-31 (1984), 960-968.
  114. Armen H. Zemanian and Artice M. Davis, Realizability and synthesis for infinite grids of positive resistances. IEEE Transactions on Circuits and Systems, vol. CAS-32 (1985), 192-196.
  115. A.H. Zemanian, Operator-valued transmission lines as models of a horizontally layered earth under transient two-dimensional electromagnetic excitation. IEEE Transactions on Antennas and Propagation, vol. AP-33 (1985), 346-350.
  116. A.H. Zemanian, Operator-valued transmission lines in the analysis of two-dimensional anomalies imbedded in a horizontally layered earth under transient polarized electromagnetic excitation. SIAM Journal on Applied Mathematics, vol. 45 (1985), 591-620.
  117. A.H. Zemanian, A multicommodity bipartite periodic-marketing model. The Indian Journal of Marketing Geography, vol. III (1985), 1-12.
  118. A.H. Zemanian, Multilevel marketing networks in less-developed countries. Applied Mathematics and Computation, vol. 18 (1986), 185-210.
  119. A.H. Zemanian, Optimality in two spatially separated periodic markets. Geographical Analysis, vol. 18 (1986), 142-160.
  120. A.H. Zemanian and T.S. Zemanian, Domain contractions around three-dimensional anomalies in spherical finite-difference computations of Poisson's equation. SIAM Journal on Applied Mathematics, vol. 46 (1986), 1126-1149.
  121. A.H. Zemanian, The collapse and recovery of supply and demand in periodic markets. Geographical Analysis, vol. 18 (1986), 275-278.
  122. A.H. Zemanian, Infinite electrical networks with finite sources at infinity. IEEE Transactions on Circuits and Systems, vol. CAS-34 (1987), 1518-1534.
  123. A.H. Zemanian and B. Anderson, Modeling of borehole resistivity measurements using infinite electrical grids. Geophysics, vol. 52 (1987), 1525-1534.
  124. A.H. Zemanian and Hyeong Keon An, A finite-difference analysis of borehole flows involving domain contractions around three-dimensional anomalies. Applied Mathematics and Computation, vol. 26 (1988), 45-75.
  125. A.H. Zemanian, Infinite electrical networks: A reprise. IEEE Transactions on Circuits and Systems, vol. 35 (1988), 1346-1358.
  126. A.H. Zemanian, A finite-difference procedure for the exterior problem inherent in capacitance computations for VLSI interconnections. IEEE Transactions on Electron Devices, vol. 35 (1988), 985-992.
  127. Hyeong Keon An and Armen H. Zemanian, Computationally efficient determination of threshold voltages in narrow-channel MOSFETs including fringing and inversion effects, IEEE Transactions on Electron Devices, vol 36 (1989), 534-541.
  128. A.H. Zemanian, Reginald P. Tewarson, Chi Ping Ju, and Juif Frank Jen, Three-dimensional capacitance computations for VLSI/ULSI interconnections, IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems, vol. 8 (1989), 1319-1326.
  129. A.H. Zemanian, Transfinite resistive networks, Progress of Mathematics, vol. 24 (1990), 79-86.
  130. A.H. Zemanian, An electrical gridlike structure excited at infinity, Mathematics of Control, Signals, and Systems, vol. 4 (1991), 217-231.
  131. A.H. Zemanian, Transfinite cascades, IEEE Transactions on Circuits and Systems, vol. 38 (1991), 78-85.
  132. A.H. Zemanian, Transfinite graphs and electrical networks, Transactions of the American Mathematical Society, vol. 334 (1992), 1-36.
  133. A.H. Zemanian, Random walks on $omega$-networks, in Harmonic Analysis and Discrete Potential Theory, (M.Picardello, Editor), Plenum Publishing Co., London, 1992, 249-257.
  134. A.H. Zemanian, A model for a subsistence supplier-consumer in a periodic market, in Retailing, Public Policy, and Urban Retail Planning, (T.Barata Salgueiro, Editor), Grupo de Estados Cidade e Comercio, University of Lisbon, Portugal, 1992, 319-328.
  135. Yaw-Fu Jan, A.H. Zemanian and S.S. Skiena, Precise rank-ordering of all paths through an interconnection network, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 39 (1992), 1011-1014.
  136. A.H. Zemanian, Electrical isolation of a 0-section in a transfinite electrical network, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 40 (1993), 233-238.
  137. A.H. Zemanian, The validity of Kirchhoff's laws for a class of nonlinear transfinite networks, IEEE Transactions on Circuits and
    Systems - Part I: Fundamental Theory and Applications    , vol. 40 (1993), 477-482.
  138. A.H. Zemanian, Uncountable transfinite graphs and electrical networks, International Journal of Circuit Theory and Applications, vol. 22 (1994), 387-398.
  139. A.H. Zemanian, Removing null branches in a transfinite network, International Journal of Circuit Theory and Applications, vol. 23 (1995), 167-168.
  140. A.H. Zemanian, Why transfiniteness?, Graph Theory Notes of New York, New York Academy of Sciences, vol. XXVIII (1995), 30-32.
  141. A.H. Zemanian and Yaw-Fu Jan, Transmission decomposition and cross-talk evaluation in lumped-distributed networks, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 42 (1995), 346-353.
  142. A.H. Zemanian, Connectedness in transfinite graphs and the existence and uniqueness of node voltages, Discrete Mathematics, vol. 142 (1995), 247-269.
  143. Chiping Ju and Armen H. Zemanian, Three-dimensional simulation for negative resistance characteristics of parasitic bipolar transistor in a small-sized MOSFET structure, International Journal of Numerical Modelling, vol. 8 (1995), 367-379.
  144. A.H. Zemanian, A maximum principle for node voltages in finitely structured, transfinite, electrical networks, Potential Analysis,
    vol. 5 (1996), 73-101.
  145. A.H. Zemanian, Random walks on finitely structured transfinite networks, Potential Analysis, vol. 5 (1996), 357-382.
  146. A.H. Zemanian, The existence and uniqueness of node voltages in a nonlinear resistive transfinite electrical network, International Journal of Circuit Theory and Applications, vol. 24 (1996), 635-644.
  147. A.H. Zemanian, Nonstandard electrical networks, Graph Theory Notes of New York, vol. XXX (1996), 30-34.
  148. Yimin Zhang and A.H. Zemanian, A simple formula for the concentration of charge on a three-dimensional corner of a conductor, IEEE Transactions on Microwave Theory and Techniques, vol. 44 (1996), 975-979.
  149. Armen H. Zemanian and Yaw-Ruey Chan, Does a series-parallel network of monotone resistors make sense? Yes or no?
    IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 44 (1997), 45-54.
  150. A.H. Zemanian, Nonstandard electrical networks and the resurrection of Kirchhoff's laws, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 44 (1997), 221-233.
  151. A.H. Zemanian, Transfinite electrical networks, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 46 (1999), 59-70.
  152. Armen H. Zemanian, Yaw-Ruey Chan and Victor A. Chang, Transmission networks, International Journal of Circuit Theory
    and Applications    , vol. 27 (1999), 293-310.
  153. A.H. Zemanian, Does a network of monotone resistors have an operating point? IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 46 (1999), 579-585.
  154. Armen H. Zemanian and Victor A. Chang, Exterior templates for capacitance computations, IEEE Transactions on Computer-Aided Design, vol. 18 (1999), 248-251.
  155. A.H. Zemanian, Does the operating point of a series-parallel network of monotone resistors satisfy all resistor ratings?,
    IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 46 (1999), 1291-1295.
  156. A.H. Zemanian, Permissively structured transfinite electrical networks, Circuits, Systems, and Signal Processing,
    vol. 18 (1999), 587-609.
  157. Bruce D. Calvert and Armen H. Zemanian, Operating points in infinite nonlinear networks approximated by finite networks, Transactions of the American Mathematical Society, vol. 352 (2000) 753-780.
  158. Victor A. Chang and Armen H. Zemanian, Operating points in n-dimensional, nonlinear, nonuniform, infinite and finite, grounded grids, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 47 (2000), 144-149.
  159. A.H. Zemanian, Two Menger-type theorems for transfinite graphs and open questions they inspire, Graph Theory Notes of New York, vol. XXXVIII (2000), vol. XXXVIII (2000), 17-19.
  160. A.H. Zemanian, Nonstandard versions of conventionally infinite networks, IEEE Transactions on Circuits and Systems - Part I: Fundamental Theory and Applications, vol. 48 (2001), 1261-1265.
  161. A.H. Zemanian, Hyperreal transients in transfinite RLC networks, International Journal of Circuit Theory and Applications, vol. 29 (2001), 591-605.
  162. A.H. Zemanian, Hyperreal transients in transfinite distributed lines and cables, International Journal of Circuit Theory and Applications, vol. 31 (2003), 473-482.
  163. A.H. Zemanian, Nonstandard graphs, Graph Theory Notes of New York, vol. XLIV (2003), 14-17.
  164. A.H. Zemanian, Hyperreal operating points in transfinite resistive networks, Circuits, Systems, and Signal Processing, vol. 22 (2003), 589-611.
  165. A.H. Zemanian, Walk-based transfinite graphs and networks, Circuits, Systems, and Signal Processing, vol. 23 (2004), 1-32.
  166. A.H. Zemanian, Nonstandard transfinite electrical networks, Journal of Contemporary Mathematics (Izvestia National Academy of Sciences of Armenia, vol. 5 (2004), 67-77.
  167. A.H. Zemanian, Hyperreal waves on transfinite, terminated, distortionless and lossless, transmission lines, International Journal of Circuit Theoiry and Applications, vol. 33 (2005), 183-193.
  168. A.H. Zemanian, Nonstandard Eulerian and Hamiltonian graphs and a coloring theorem for nonstandard graphs, Zeszyty Naukowe NR 247, Telekomunikacja I Elektronika, (Akademia Techniczno-Rolnicza Im. Jana I Jedrezeja Sniadeckich W Bydgoszczy), Vol. 9 (2006), 37-44.
  169. A.H. Zemanian,  The galaxies of  nonstandard enlargements of infinite and transfinite graphs, Discrete Mathematics, accepted for publication, 2008

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