The transitron principle and the derived transitron oscillators.

Bozkır, Ersin A


The Compressible euler system and its numerical analysis
Yılmaz, Eda; Okutmuştur, Baver; Department of Mathematics (2019)
In this thesis we analyze the compressible Euler equations in one and two dimensions. For this purpose, we firstly consider a particular form of this system, namely the inviscid Burgers equation, which can be derived by imposing vanishing pressure to the Euler system. The inviscid Burgers equation leads us to understand the idea behind discontinuous solutions such as shock and rarefaction waves. A brief analysis of smooth and weak solutions with necessary conditions for choosing physically meaningful soluti...
The zero field eight-vertex lattice model.
Erçelebi, Atilla; Department of Physics (1974)
The bootstrap gauss-seidel load-flow method.
Sophie, Asadullah; Department of Electrical Engineering (1971)
The pseudopotential method.
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The Schur algorithm and reproducing kernel Hilbert spaces in the ball
Alpay, D; Bolotnikov, V; Kaptanoglu, HT (Elsevier BV, 2002-02-15)
Using reproducing kernel Hilbert spaces methods we develop a Schur-type algorithm for a subclass of the functions analytic and contractive in the ball. We also consider the Nevanlinna-Pick interpolation problem in that class. (C) 2002 Elsevier Science Inc. All rights reserved.
Citation Formats
E. A. Bozkır, “The transitron principle and the derived transitron oscillators.,” Middle East Technical University, 1970.