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"This volume consists of papers presented at the Variational Analysis and Aerospace Engineering Workshop II held in Erice, Italy in September 2010 at the International School of Mathematics "Guido Stampacchia". The workshop provided a platform for aerospace engineers and mathematicians (from universities, research centers and industry) to discuss the advanced problems requiring an extensive application of mathematics. The presentations were dedicated to the most advanced subjects in engineering and, in particular to computational fluid dynamics methods, introduction of new materials, optimization in aerodynamics, structural optimization, space missions, flight mechanics, control theory and optimization, variational methods and applications, etc."

"Pertidaksamaan Ostrowski adalah suatu pertidaksamaan integral untuk fungsi yang kontinu dan turunannya terbatas Pertidaksamaan tipe Ostrowski adalah hasil pengembangan dari pertidaksamaan Ostrowski yang dapat digunakan untuk mengetahui batas error dari suatu integrasi numerik Penelitian ini bertujuan untuk mempelajari beberapa pertidaksamaan tipe Ostrowski dan batas error yang diperoleh Fungsi yang digunakan adalah fungsi yang turunan pertamanya kontinu variasi terbatas kontinu mutlak dan fungsi Lipschitz Selain itu dalam penelitian ini juga dilakukan simulasi sederhana dari beberapa fungsi untuk melihat batas error dan kesesuaiannya dengan teori yang ada.

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Ostrowski`s inequality is an integral inequality for continuous functions and its derivative is bounded Ostrowski type inequalities is developed from Ostrowski`s inequality and it can be used to determine the error bound in numerical integration This research is studying about the Ostrowski type inequalities and its error bound especially for continuous function of bounded variation absolutely continous function and Lipschitz function Beside of that there is a simple simulation for some functions to get the error bound and check the compatibility with the theory."