In this paper, we propose a reconfigurable adaptive FEC system. In adaptive FEC schemes, the error correction capability t is changed dynamically according to the communication channel condition. If a particular error correction capability t is given, we can implement an FEC decoder which is optimal for t by taking the number of operations into consideration. Thus, reconfiguring the optimal FEC decoder dynamically for each error correction capability allows us to maximize the throughput of each decoder within a limited hardware resource. Based on this concept, our reconfigurable adaptive FEC system can reduce the packet dropping rate more efficiently than conventional fixed hardware systems. We can improve data transmission throughput for a reliable transport protocol. Practical simulation results are also shown.

Elliptic curve cryptosystems are expected to be a next standard of public-key cryptosystems. A security level of elliptic curve cryptosystems depends on a difficulty of a discrete logarithm problem on elliptic curves. The security level of a elliptic curve cryptosystem which has a public-key of 160-bit is equivalent to that of a RSA system which has a public-key of 1024-bit. We propose an elliptic curve cryptosystem LSI architecture embedding word-based Montgomery multipliers. A Montgomery multiplication is an efficient method for a finite field multiplication. We can design a scalable architecture for an elliptic curve cryptosystem by selecting structure of word-based Montgomery multipliers. Experimental results demonstrate effectiveness and efficiency of the proposed architecture. In the hardware evaluation using 0.18 µm CMOS library, the high-speed design using 126 Kgates with 208-bit multipliers achieved operation times of 3.6 ms for a 160-bit point multiplication.

This paper proposes a thread partitioning algorithm in low power high-level synthesis. The algorithm is applied to high-level synthesis systems. In the systems, we can describe parallel behaving circuit blocks (threads) explicitly. First it focuses on a local register file RF in a thread. It partitions a thread into two sub-threads, one of which has RF and the other does not have RF. The partitioned sub-threads need to be synchronized with each other to keep the data dependency of the original thread. Since the partitioned sub-threads have waiting time for synchronization, gated clocks can be applied to each sub-thread. Then we can synthesize a low power circuit with a low area overhead, compared to the original circuit. Experimental results demonstrate effectiveness and efficiency of the algorithm.

A b-bit SIMD functional unit has n k-bit sub-functional units in itself, where b = k n. It can execute n-parallel k-bit operations. However, all the b-bit functional units in a processor core do not necessarily execute n-parallel operations. Depending on an application program, some of them just execute n/2-parallel operations or even n/4-parallel operations. This means that we can modify a b-bit SIMD functional unit so that it has n/2 k-bit sub-functional units or n/4 k-bit sub-functional units. The number of k-bit sub-functional units in a SIMD functional unit is called sub-operation parallelism. We incorporate a sub-operation parallelism optimization algorithm into SIMD functional unit optimization. Our proposed algorithm gradually reduces sub-operation parallelism of a SIMD functional unit while the timing constraint of execution time satisfied. Thereby, we can finally find a processor core with small area under the given timing constraint. We expect that we can obtain processor core configurations of smaller area in the same timing constraint rather than a conventional system. The promising experimental results are also shown.