• ETRI Journal
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• 제18권4호
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• pp.215-227
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• 1997

We propose a new method to eliminate completely the redundant elements in a CDMA (code division multiple access) mobile system. First, we define multilevel logic operation (MLO), which is a new concept to deal with the multilevel logic signals. We prove that the conventional binary logic concept is a subset of the MLO concept. The multilevel logic signal can be directly controlled by using this MLO in place of the binary operation. We applied the MLO to the CDMA base station modulator (BSM) in order to reduce the hardware complexity. In the case of a 3-sectorized cell, this method helps reduce the complexity down the level of below 1% of the conventional CDMA BSM for spreading and filtering, and to 50% for Walsh covering.

• Journal of Applied and Pure Mathematics
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• 제5권1_2호
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• pp.1-8
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• 2023

This study is on a Boolean B or Boolean lattice L in abstract algebra with closed binary operation *, complement and distributive properties. Both Binary operations and logic properties dominate this set. A lattice sheds light on binary operations and other algebraic structures. In particular, the construction of the elements of this L set from idempotent elements, our definition of k-order idempotent has led to the expanded definition of the definition of the lattice theory. In addition, a lattice offers clever solutions to vital problems in life with the concept of logic. The restriction on a lattice is clearly also limit such applications. The flexibility of logical theories adds even more vitality to practices. This is the main theme of the study. Therefore, the properties of the set elements resulting from the binary operation force the logic theory. According to the new definition given, some properties, lemmas and theorems of the lattice theory are examined. Examples of different situations are given.

• 전자공학회논문지CI
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• 제40권3호
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• pp.144-154
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• 2003

이 논문에서는, 이진 논리 함수(binary logic function)로 표현되는 개념들에 대한 새로운 학습방법인 논리적 진화방식(Logical Evolution)을 제안하였다. 그리고 이 방법을 통해 기존 귀납학습의 문제점들을 해결하고자 시도하였다. 사용하는 특징이 사전지식의 영향을 적게 받도록, 학습과정에서 얻어진 정보를 이용하여 특징을 생성하고 동시에 이를 이용하여 학습한다. 그리고 전체 자료가 아니라 개별 자료를 이용하여 특징생성 및 학습을 수행한다. 그 결과 새로운 문제가 주어지거나 입출력이 변경되는 경우에도, 이전의 특징을 재사용할 수 있으며 겨우에 따라서는 보다 효율적인 학습이 가능하다. 논리적 진화방식은 5가지 연산으로 구성되며, 이러한 연산들은 특징생성 및 학습 과정에서 논리적 평가방식(logical evaluation)에 의해 적절하게 선택되고 실행된다. 제안된 방법의 성능을 평가하기 위해서 MONK 문제와 새로 정의한 다른 문제를 이용하였다.

• 한국광학회지
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• 제19권1호
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• pp.60-67
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• 2008

전광 그레이코드(gray code) 이진코드(binary code) 변환기를 상용화 전산모사 프로그램(VPI)을 이용하여 처음으로 구현하였다. 전자회로 디자인 방법을 상호 이득변조를 이용한 전광 논리회로에 적합하도록 변형하여, 이상적이지 않은 전광 논리게이트에 의한 신호 왜곡이 최소화 되도록 하였다. 2.5 Gbps의 20 dB 소광비를 가지는 입력 신호에 대해, 신호재생기 없이 가장 많이 왜곡된 출력 신호에 (최하위 비트-LSB) 대해 약 4 이상의 Q값을 얻을 수 있었다. 또한 그레이 코드 이진코드 변환기를 디자인하면서, 이단 단순화 방법을 (two-level simplification method) 변형하여, 그레이코드 이진코드 변환기뿐 아니라 일반적인 전광 회로에 적용할 할 수 있는 일반적 방법을(일단 단순화 방법: one-level simplification method) 얻을 수 있었다.

• International Journal of Fuzzy Logic and Intelligent Systems
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• 제15권3호
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• pp.208-215
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• 2015

Since upper and lower approximations could be induced from the rough set structures, rough sets are considered as approximations. The concept of fuzzy rough sets was proposed by replacing crisp binary relations with fuzzy relations by Dubois and Prade. In this paper, we introduce and investigate some properties of intuitionistic fuzzy rough approximation operators and intuitionistic fuzzy relations by means of topology.

• International Journal of Fuzzy Logic and Intelligent Systems
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• 제13권3호
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• pp.231-244
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• 2013

We introduce the concept of interval-valued fuzzy congruences on a semigroup S and we obtain some important results: First, for any interval-valued fuzzy congruence $R_e$ on a group G, the interval-valued congruence class Re is an interval-valued fuzzy normal subgroup of G. Second, for any interval-valued fuzzy congruence R on a groupoid S, we show that a binary operation * an S=R is well-defined and also we obtain some results related to additional conditions for S. Also we improve that for any two interval-valued fuzzy congruences R and Q on a semigroup S such that $R{\subset}Q$, there exists a unique semigroup homomorphism g : S/R${\rightarrow}$S/G.

• 건축역사연구
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• 제1권2호
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• pp.172-182
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• 1992

The binary classification, Yin & Yang, can be shown in our culture. Yin & Yang thinking reveals the Up/Down (Principal/Subordinate) relation in space, and Before/After relation in time, and it shows the sequence of Contrast${\to}$Reconciliation & Unification${\to}$Contrast. For example, a follower is Yin against King, while Yang as a father against his son in our trational cognitive structure. With Left/Right, Front/Rear, and Upper/Lower, In/Out division is a basic body-space term to grasp the space position. In the traditional Korean house, when we go out from the deepest 'In', Anbang to Daechung, we may call Anbang 'In' and Daechung 'Out'. When from Daechung to Anmadang reversely, we call Daechung 'In' and Anmadang 'Out'. Namely, Daechung is both 'In' and 'Out'. This is a fallacy logic in view of western basic conception. 'The In/Out Structure, system of a series of inner spaces, is defined as a transformation of cognitive structure of Yin & Yang thinking to the Korean architectural space. The space structure is one of the important deep structure in Korean society.' The concept of the space structure, apperred in east Asia, can make humane space, for it is not a physical 'type' of typepology but related to cognitive structure of human thinking, The structure is applicable to space design in modern society, for the cognitive structure exists in living culture by transformation.