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Duruk, Selin.
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Wave equation.
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Ateş, Barış.
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Wave equation.
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Çağatay, Filiz.
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Wave equation.
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Yazan, Tuğba, author.
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apply these theorems to the heat and wave equations as examples. We also consider strongly continuous
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Çayiç, Zehra, author.
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solutions and a particular solution of the corresponding classical equation of motion. Then, time evolution
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Ok, Zahide.
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transformation, which is the relativistic plane wave, is expanded in to these matrix elements. Then relativistic
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Çetintaş, Osman, author.
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solution of Ermakov-Pinney equation and using the eigenstates of these invariants, wave function solutions
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Güçoğlu, Deniz Hasan.
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illustrated for diffusion wave equation in one dimension. The bilinear representation is derived by extracting
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Çayiç, Zehra, author.
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properties of the time-evolved coherent states are studied. Finally, time-dependent Schrödinger equation
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Nalcı, Şengül.
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so-called generalized analytic function. The q-traveling waves as solutions of q-wave equation are derived
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Nalcı Tümer, Şengül, author.
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D’Alembert solution of q-wave equation. By introducing q-translation operators we obtain q-binomials
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Karakılınç, Özgür Önder, author.
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nonlinear photonic crystal structure is considered. At this point, light wave interaction with nonlinear
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