Analysis Of Symbols, Declarations and Punctuations Through Conversion of C Language Into English Language With Borland C++

This research with the title The analysis of symbols, punctuations and declarations in C language is analyzed accordingly by conversion in order to find the perspective of language: structuralism, meaning, and functionalism, while keeping both of English and computer subject in process for the research. This research has limitation by the chosen of platform and software with Borland C++, the source of the datum also considered to be the basic material so that this thesis doesn’t has many problems to solve.By the observation method which is followed by these three crucial problems: (1) The Identification of semiotic problem in symbols from computer language to English language, (2) The Identification of semiotic problem in declarations from computer language to English language, (3) The Identification of semiotic problem in declarations from computer language to English language. The implication of the problem here is how the researcher convert the C language into English language patterns.The purpose of this research is equally to identify and analyze the symbols, punctuations and declarations from the Borland C++ platform and converting it into English comprehensions. Furthermore, this research is expected to familiarize the reader with which semiotics usually use in C or programming language and what’s their significant in English language.In this research, the researcher utilizes semiotics theory and computer programming theory which these two subjects combined together and creating the subject of interdisciplinary called Computational Semiotic.

Small deformation rate-independent plasticity based on a postulate of maximum dissipation

This chapter introduces the concept of maximum dissipation. The elastic set is introduced, and the plastic dissipation is maximized over the elastic set using classical methods from linear programming theory. The plastic flow direction is seen to be generally normal to the yield surface when the plastic dissipation is maximized. The Kuhn-Tucker complementarity conditions are seen in this context to arise from the postulated optimization problem, and the elastic set is seen to be necessarily convex. The concept of maximum dissipation is applied to a Mises material and the models of the earlier chapters are seen to be recovered.

OPTIMASI PENEBANGAN HUTAN MELALUI HITUNG METODE SIMPLEKS PERSAMAAN KARAKTERISTIK PENEBANGAN BERKELANJUTAN

Forest is one of the renewable natural resource and it is necessary to keep the sustainability. To prevent the forest from devastated and decreasing productivity, it is required good management without depleting the forest by applying the growth matrix model. This paper discuss about to how to applying the growth matrix model for harvesting forest whose trees are grouped into height classes. The research aim is to determine the optimal yield of harvesting forest that can be attained continually without depleting the forest. The linear programming theory with simplex method is also used to support to determine the optimal yield.