This is a partly expository paper discussing how point processes with certain "bursty" features can be qualitatively modelled by the Markovian arrival process, a generalization of the Poisson or Bernoulli processes which can be used to obtain algorithmically tractable matrix solutions to a variety of problems in probability models.

Localized temperature distribution in silicon on insulator (SOI) structures with trench isolations is calculated using three-dimensional computer simulation. Temperature rise in SOI transistors is about three times higher than in conventional structure transistors because the thermal conductivity of SiO2 is very low. If there are voids in the SiO2 layers and trench isolations, temperature in the SOI transistors increases significantly. A simple model is proposed to calculate steady-state temperature rise in SOI transistors.

The composition of CMOS control circuit and Vertical-Double-Diffused-MOS (VDMOS) power device on a single chip by using Silicon-On-Insulator (SOI) structure is formulated. Because all the MOS transistors in the CMOS control circuit are not isolated by the trenches, the interference phenomenon between SOI and the substrate is studied. Latch-up is detected thus, the construction of a mechanism to prevent latch-up is also studied. To evaluate the SOI CMOS characteristics the effects of voltage fluctuation on the substrate is analized. The latch-up mechanism is also analized by transient device simulation. As a result of this study a guideline for the immunity of latch-up is established, the features of the mechanism are as follows. First, the latch-up trigger is the charging current of the condenser composed of the oxide layer in the SOI structure. Second, latch-up is normally caused by positive feedback between the parasitic PNP-transistor and the parasitic NPN-transistor. However, in this case, electron diffusion toward the P-well is dominant after the parasitic PNP-transistor falls into high level injection. This feature is different from the conventional mechanism. The high level injection is caused by carrier accumulation in the N- region. Considering the above, it is necessary to; (1) reduce the charging current of the condenser, (2) reduce the parasitic resistance in the N- region of SOI, and (3) reduce the carrier accumulation in SOI for immunity from latch-up.

The demand for mobile communications is continuing to grow, but there is a limit on the radio frequency resources. Micro cellular systems are a strong solution to this problem. However, Forced Call Termination (FCT) and Channel Changing (CC) occur frequently in these systems because of their small cell size. This paper proposes a new Dynamic Channel Assignment (DCA) strategy which uses information of moving direction of Mobile Stations (MSs) to reduce FCT and CC. This strategy, the MD (Moving Direction) strategy, is compared with other major DCA strategies by simulating a one-dimensional service area covering a road, such as an expressway. The simulation shows that the MD strategy performs better than the other strategies with regard to FCT, CC, and carried load. FCT is an especially important factor in the quality of service. The MD strategy reduces FCT and has the largest carried load of the strategies, which means that it has the most efficient channel usage. This is an attractive characteristic of the MD strategy for micro cellular systems.

The embedded Markov processes associated with Markovian queueing systems are closely related, and their relationships are important for establishing an analytical basis for performance evaluation techniques. As a first step, we analyze the embedded processes associated with a general M/M/1 queueing system. Linear transformations between the infinitesimal generators and the transition probability matrices of embedded processes at arrival and departure times are explicitly derived. Based upon these linear transformations, the equilibrium distributions of the system states at arrival and departure times are obtained and expressed in terms of the equilibrium distribution at arbitrary times. The approach presented here uncovers an underlying algebraic structure of M/M/1 queueing systems, and establishes an algebraic methodology for analyzing the equilibrium probabilities of the system states at arrival and departure times for more general Markovian queueing systems.

A multicast error control protocol proposed by Metzner is generalized and the performance of the proposed protocol on random error channels (binary symmetric channels) is analyzed. The proposed protocol adopts an encoding procedure based on a product code structure, whith enables each destined user terminal to decode the received frames with the Reddy-Robinson algorithm. As a result, the performance degradation due to the re-broadcasting of the replicas of the previously transmitted frames can be circumvented. The numerical results for the analysis and the simulation indicate that the proposed protocol yields higher throughput and less degradation of throughput with an increase of the number of destined terminals.

Separability is a valuable property of nonlinear mappings. By exploiting this property, computational complexity of many numerical algorithms can be substantially reduced. In this letter, a new algorithm is presented that detects the separability of nonlinear mappings using the concept of "computational graph". A hybrid algorithm using both the top-down search and the bottom-up search is proposed. It is shown that this hybrid algorithm is advantageous in detecting the separability of nonlinear simultaneous functions.

Extended interpolatory approximations are discussed for some classes of n-dimensional stochastic signals expressed as the orthogonal expansions with respect to a given set of orthonormal functions. We assume that the norm of the weighted mutual correlation function of the signal is smaller than a given positive number. The presented approximation has the minimum measure of approximation error among all the linear and nonlinear statistical approximations using the similar measure of error and the same generalized moments of these signals.

Stability property of an optically injection-locked semiconductor laser taking account of gain saturation is discussed. Numerical analysis shows that stable locking region is broadened due to gain saturation. This is because of rapid damping of relaxation oscillation due to gain saturation. It is also found that stable locking region is also broadened with increasing injection current since damping of relaxation oscillation becomes strong with increasing injection current. Numerical calculations of lasing spectrum show that the magnitude of sidepeaks appeared at harmonics of relaxation oscillation frequency under unstable locking condition are suppressed due to gain saturation.

Chaotic behavior in a series resonance circuit with a ferroelectric triglycine sulfate (TGS) crystal was observed just below the ferroelectric phase transition temperature. We have analyzed the nonlinear responses by applying external electric fields to the crystal. The computer simulation was made for the modified forroelectric hysteresis loops to realize the experimental results. The fractal correlation dimension was determined to be ν=1.8 in the chaotic phase.

In this work we propose a recursive electric circuit which has a fractal structure composed of resistances and capacitors. It is first confirmed in practice that such a device, which is referred as fractance, possesses a novel characteristics between the constituent elements, or the resistance and the capacitance. That is, the absolute value of the impedance shows such a characteristics as |Z|ω-1/2, whereas the phase angle does such a constant phase property as θ=-π/4 independent of the frequency. As an application of the presently proposed fractance device, we constructed a fractional integral circuit as well as a fractional differential circuit, and confirmed that the observed output wave forms agree well with those derived from a computer simulation.

With the use of a two-dimensional model, single laser beam trapping of particles is analyzed as the electromagnetic boundary-value problem. From the numerical results, it is found that the trapping mechanism for this system depends upon the surface field distribution of the object.

We fabricated a 4 GHz thin-base (120 nm) lateral bipolar transistor on bonded SOI by applying our sidewall self-aligning base process. By applying this device to BiCMOS circuits, bipolar transistor base junction capacitance, and MOSFET source and drain capacitance were very small. Furthermore, MOSFET and bipolar transistors are completely isolated from each other. Thus, it is easy to optimize MOS and bipolar processes, and provide protection from latch-up problems and soft errors caused by α-particles. In this paper, we describe device characteristics and discuss the crystal quality degradation introduced by ion implantation, and two dimensional effects of base diffusion capacitance.

The paper deals with the evaluation of channel allotment criteria in a mixed cellular environment composed by a regular grid of macrocells, plus a number of microcells deployed in the most congested areas. The optimum allotment of the resources between microcells and macrocells, which is a key issue for future personal communication systems, has to be tailored on the basis of their different functionalities. The approach is quite innovative since the analysis is carried out considering real traffic statistics, which are characterised by peaks and fluctuations resulting in uneven traffic loads on different cells. Different propagation models for macrocells and microcells have been adopted. Finally, the impact of the allotment of frequency resources to microcells and macrocells is analysed.

A non-blocking optomechanical matrix switch has been developed that is assembled using cassettes as units. Switching can be accomplished between two ferrule-terminated-fiber groups by automatic disconnection and reconnection. The fabricated 100100, 3.1-mm-ferrule-pitch, 710W490D500H (mm) switch exhibits a mean insertion loss of 0.78dB in the 1.31-µm wavelength.

Modeling and performance analysis have played an important role in the economical design and efficient operation of switching systems, and is currently becoming more important because the switching systems should handle a wide range of traffic characteristics, meeting the grade of service requirements of each traffic type. Without these techniques we could no longer achieve economy and efficiency of the switching systems in complex traffic characteristic environments. From the beginning of research on electronic switching systems offering circuit-switched applications, Stored Program Control (SPC) technology has posed challenges in the area of modeling and performance analysis as well as queueing structure, efficient scheduling, and overload control strategy design. Not only teletraffic engineers and performance analysts, but also queueing theorists have been attracted to this new field, and intensive research activities, both in theory and in practice, have continued over the past two decades, now evolving to even a broader technical field including traditional performance analysis. This article reviews a number of important issues that have been raised and solved, and whose solutions have been reflected in the design of SPC switching systems. It first discusses traffic problems for centralized control systems. It next discusses traffic problems inherent in distributed switching systems.

Processors are important resources of stored program control (SPC) switching systems, and estimation of their workload level is crucial to maintaining service quality. Processor utilization is measured as processor usage per unit time, and workload level is usually estimated from measurement of this utilization during a given interval. This paper provides an approximate distribution of processor utilization of SPC switching systems, and it provides a method for designing an overload detection scheme. This method minimizes the observation interval required to keep overload detection errors below specified values. This observation interval is obtained as an optimal solution of a linear programming.

In the present paper we present a mathematical theory for the transient analysis of probabilistic models relevant to communication networks. First we review the z-transform method, the matrix method, and the Laplace transform, as applied to a class of birth-and-death process model that is relevant to characterize network traffic sources. We then show how to develop transient solutions in terms of the eigenvalues and spectral expansions. In the latter half the paper we develop a general theory to solve dynamic behavior of statistical multiplexer for multiple types of traffic sources, which will arise in the B-ISDN environment. We transform the partial differential equation that governs the system into a concise form by using the theory of linear operator. We present a closed form expression (in the Laplace transform domain) for transient solutions of the joint probability distribution of the number of on sources and buffer content for an arbitrary initial condition. Both finite and infinite buffer capacity cases are solved exactly. The essence of this general result is based on the unique determination of unknown boundary conditions of the probability distributions. Other possible applications of this general theory are discussed, and several problems for future investigations are identified.

In this letter authors discussed on the strategy to apply computerized tests on learners who have negative attitude to computerized tests. First, learners' image to computer system was measured by semantic differential method (SD method). It was revealed that the image of computer systems was made up of four factors of subjective evaluation (Es), objective evaluation (Eo), potency (P) and activity (A). Learners who have negative attitude to computerized test were revealed to have negative image on (Es) and (A) factors, while on the other hand have rather positive image on (Eo) and (P) factors. Then authors developed the feedback record charts laying stress on (Eo) and (P) factors. This feedback chart was effective to improve learners' acceptability of computerized test.

This paper investigates a two-class priority queue with decrementing service of a parameter (k1=, k2=k,1k) which operates as follows: Starting once a class-1 message service, a single server serves all messages in queue 1 until it becomes empty. After service completion in queue 1, the server switches over to queue 2 and continues serving messages in queue 2 until either queue 2 becomes empty, or the number of messages decreases to k less than that found upon the server's arrival at queue 2, whichever occurs first. It is assumed that arrival streams are Poissonian, message service times are generally distributed, and switch-over times are zero. We derive queue-length generating functions and LSTs of message waiting time distributions.