Comparison of traditional and synchrotron beam methodologies in Mössbauer experiments in a rotating system von Kholmetskii, A. L., Yarman, T., Yarman, O., Arik, M.

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Elaborations on Mössbauer rotor experiments with synchrotron radiation and with usual resonant sources von Kholmetskii, A. L., Yarman, T., Yarman, O., Arik, M.

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The Energy probability distribution of quantum levels of a particle imprisoned in a three dimensional box von Yarman, T, Akkus, B, Arik, M, Marchal, C, Cokcoskun, S, Kholmetskii, A, Yarman, O, Zaim, N, Altintas, A A, Özaydin, F

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Systematization of α-decaying nuclei based on shell structures: The case of even-odd nuclei von Yarman, Tolga, Zaim, Nimet, Yarman, O., Kholmetskii, Alexander, Arık, Metin

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The Eötvös experiment, GTR, and differing gravitational and inertial masses Proposition for a crucial test of metric theories von Yarman, T., Kholmetskii, A.L., Marchal, C., Yarman, O., Arik, M.

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LIGO's "GW150914 signal" reproduced under YARK theory of gravity von Yarman, T, Kholmetskii, A L, Yarman, O, Marchal, C. B., Arik, M

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A SUITABLE WAY OF NORMALIZING NEW SI TO MAKE c AND h UNITIES von Yarman, Ozan, Yarman, Tolga

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Quantal Theory of Gravity (QTG): Essential points and implications von Marchal, C.B., Yarman, T., Kholmetskii, A.L., Arik, M., Yarman, O.

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Analyses of Mössbauer experiments in a rotating system: Proper and improper approaches von Kholmetskii, Alexander L., Yarman, Tolga, Yarman, O., Arik, M.

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Doppler effect in rotating systems and Mössbauer rotor experiments von Kholmetskii, A.L., Yarman, T., Yarman, O., Arik, M.

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Frequency difference between two clocks at Tokyo Skytree: Contribution of Earth’s self-rotation von Yarman, T., Kholmetskii, A.L., Yarman, O., Arik, M.

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Systematization of $\alpha$ α -decaying nuclei based on shell structures: The case of even-odd nuclei von Yarman, Tolga, Zaim, Nimet, Yarman, O., Kholmetskii, Alexander, Arık, Metin

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GENERALIZED LORENTZ GROUP OF SPACE-TIME TRANSFORMATIONS von Yarman, Tolga, Altintas, Azmi A, Kholmetskii, Alexander L, Arik, Metin, Marchal, Christian B, Yarman, Ozan, Ozaydin, Fatih

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Quantum phase effects for electrically charged particles: Updated analysis von Kholmetskii, A. L., Yarman, T., Missevitch, O. V.

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Klein–Gordon equation for electrically charged particles with new energy-momentum operator von Kholmetskii, A. L., Yarman, T., Missevitch, O.

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Redefinition of the energy–momentum operator: motivation and implications von Kholmetskii, A. L., Yarman, T., Missevitch, O. V.

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Quantum phase effects for electrically charged particles: converging descriptions via fields and potentials von Kholmetskii, A. L., Missevitch, O., Yarman, T.

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Quantum phases for moving charges and dipoles in an electromagnetic field and fundamental equations of quantum mechanics von Kholmetskii, A. L., Yarman, T., Missevitch, O. V., Arik, M.

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Quantum phase effects for electrically charged particles and redefinition of the momentum operator von Kholmetskii, A.L., Yarman, T., Missevitch, O.V.

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Corrigendum to “Quantum phases for point-like charged particles and for electrically neutral dipoles in an electromagnetic field” [Ann. Phys. 392 (2018) 49–62] von Kholmetskii, A.L., Missevitch, O.V., Yarman, T.

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