Kalman's early research followed up on his thesis topic, which was the adaptation of the
Bohm-Gross collective coordinate approach to transverse
collective excitations in plasmas. Subsequently, he worked on the theory of non-linear plasma oscillations ad established, simultaneously with John Dawson, the fact that the exact description of this phenomenon can be worked out. In an independent line of research he studied relativistic particle systems and formulated a
relativistic particle Lagrangian that became accepted in the literature. In the early 1960s, when the idea of a universal scalar field gained acceptance, Kalman was one of the few researchers realizing that a many particle system interacting through a scalar field (a "scalar plasma") possesses very peculiar properties and contrary to expectations it constitutes a physically realizable system. From the 1970s onwards, Kalman's research focused on plasma response functions and the related fluctuation-dissipation theorems. He and his colleagues, K.I. Golden, M. Silevitch and Y Gu, developed a quadratic (as contrasted to the linear)
fluctuation-dissipation theorem. This result allowed them to apply the method of non-linear response theory to the longstanding problem of strongly coupled plasmas. The resulting series of works then developed into a major research program on strongly coupled plasmas and the related Coulomb/
Yukawa systems. In the subsequent years the research group in the Boston area, directed by him and K.I. Golden, became one of the internationally leading theoretical groups in the area of strongly coupled plasma research. In the 1990s their efforts culminated in the creation of a novel approach to the analysis of collective phenomena in strongly coupled plasmas, the Quasi–Linear Charge Approximation (QLCA), which since then has become the workhorse for the theoretical underpinning of experimental and computer simulation research in the area of complex plasmas. In the 1990s Kalman and his group in the U. S. formed a close cooperation with a research group specializing in computer simulations in the Wigner Research Centre in Budapest. The continued research efforts with this group on the topic of strongly coupled plasmas resulted in a number of novel findings. These include the discovery of an energy gap in the mode spectrum of bi- and tri-layers, normal and magnetic plasma shear modes, linear dispersion in electron-hole bilayers, the intricate mode structure of binary ionic mixtures, with a second plasmon and a gigantic
Fano-like anti-resonance, structure forming due to dipole-dipole interaction. Since the 1990s, with the emergence of complex (dusty) plasma experiments as a novel field of research, Kalman's work on strongly coupled Coulomb plasmas paralleled a research program on Yukawa many particle systems, where similar issues were in focus. In a series of papers both 2D and 3D Yukawa plasmas were investigated by Kalman's group, both from the point of view of their equilibrium structure and dynamical fluctuations and collective modes, for which the complete excitation and fluctuation spectrum were mapped out. Most of these works resulted from joint efforts with the computational group at the Wigner Research Centre and therefore their analytic findings are bolstered by the simulation of the behavior of the system on hand. The summary results were published in a review paper. The second field is the
emission spectrum of turbulent H plasmas, where again in collaboration with P. Bakshi and others, it was shown with the aid of group theoretic methods that the combination of the linear
Stark effect with the ionic turbulence of the plasma leads to remarkable observational effects. Kalman's continued involvement in the area of relativistic many-body systems also continued over the years in collaboration with Shu Lai and K. Datta. Kalman is considered as being one of the principal promoters of this research effort on strongly coupled Coulomb systems. He was the initiator of the series of conferences, which has developed into a regular tri-annual sequence of eponymous meetings. He has been serving as Chair and Member of organizing committees of this and other international conferences on this topic. Over the years, he served as
Principal Investigator and Senior Investigator on a series of contracts and grants from the Air Force Office of Scientific Research, from the Air Force Geophysical Laboratories, from the Department of Energy and from the
National Science Foundation. ==Personal life and death==