by
Rice, John A., 1944-
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Mathematical statistics and data analysis / Rice, John A., 1944-
by
Tunalı, Seçil, author.
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Critical point theory (Mathematical analysis).
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Kahraman, Sevcan.
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constructed on time scale. Mathematical expectation and some probabilistic inequalities are provided to Time
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Mandal, Mrinal Kr., author.
Contributor biographical information http://www.loc.gov/catdir/enhancements/fy0808/2008295508-b.html
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-- Continuous-time filters -- Case studies for CT systems -- Sampling and quantization -- Time-domain analysis of
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Yaşar, Soykan, author.
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mathematical models in the literature were surveyed in order to uncover circuiting analysis performed in the
6.
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Tanyer, İlker.
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. Consequently, the main objective of this study is constructing the mathematical model of a structure by using
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Çağatay, Filiz.
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the Circle Theorem. But this method failed to work. Further analysis is necessary. Vortex dynamics is
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Dinç, Özcan, author.
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analysis. The reliability and stability of the mathematical models were investigated. The most appropriate
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Armakan, Elvan.
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from statical aspect. In addition, mathematical model of the system and its stability analysis is
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Seyfi, Yadigar, author.
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) applied to surfaces. Actinometry, biodosimetry and mathematical techniques are used to evaluate UV fluence
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Doğan, Fırat, author.
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derivative type controllers. The analysis of the experiments are discussed and compared in average maximum
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Yarımtepe, Oğuz.
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anomalies. The mathematical model is based on principle component analysis which is applied on the
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