CARLEMAN ESTIMATE FOR LINEAR VISCOELASTICITY EQUATIONS AND AN INVERSE SOURCE PROBLEM Article Imanuvilov O.Y., Yamamoto M. SIAM Journal on Mathematical Analysis. Vol. 52. 2020. P. 718-791
INITIAL-BOUNDARY VALUE PROBLEMS FOR MULTI-TERM TIME-FRACTIONAL DIFFUSION EQUATIONS WITH X-DEPENDENT COEFFICIENTS Article Li Z., Huang X., Yamamoto M. Evolution Equations and Control Theory. American Institute of Mathematical Sciences. Vol. 9. 2020. P. 153-179
WELL-POSEDNESS FOR THE BACKWARD PROBLEMS IN TIME FOR GENERAL TIME-FRACTIONAL DIFFUSION EQUATION Article Floridia G., Li Z.Y., Yamamoto M. Atti della Accademia Nazionale dei Lincei, Classe di Scienze Fisiche, Matematiche e Naturali, Rendiconti Lincei Matematica e Applicazioni. European Mathematical Society Publishing House. Vol. 31. 2020. P. 593-610
STABILITY FOR INVERSE SOURCE PROBLEMS BY CARLEMAN ESTIMATES Article Huang X., Imanuvilov O.Y., Yamamoto M. Inverse Problems. Institute of Physics Publishing. Vol. 36. 2020.
THE UNIQUENESS OF INVERSE PROBLEMS FOR A FRACTIONAL EQUATION WITH A SINGLE MEASUREMENT Article Kian Y., Li Z., Liu Y., Yamamoto M. Mathematische Annalen. Springer. 2020.
UNIQUE CONTINUATION PROPERTY WITH PARTIAL INFORMATION FOR TWO-DIMENSIONAL ANISOTROPIC ELASTICITY SYSTEMS Article Cheng J., Liu Y.-K., Wang Y.-B., Yamamoto M. Acta Mathematicae Applicatae Sinica. Springer Verlag. Vol. 36. 2020. P. 3-17
BACKWARD PROBLEMS IN TIME FOR FRACTIONAL DIFFUSION-WAVE EQUATION Article Floridia G., Yamamoto M. Inverse Problems. Institute of Physics Publishing. Vol. 36. 2020.
RECOVERING TWO COEFFICIENTS IN AN ELLIPTIC EQUATION VIA PHASELESS INFORMATION Article Romanov V.G., Yamamoto M. INVERSE PROBLEMS AND IMAGING. AMER INST MATHEMATICAL SCIENCES-AIMS. Vol. 13. 2019. P. 81-91
STABILITY FOR DETERMINATION OF RIEMANNIAN METRICS BY SPECTRAL DATA AND DIRICHLET-TO-NEUMANN MAP LIMITED ON ARBITRARY SUBBOUNDARY Article Imanuvilov O.Y., Yamamoto M. INVERSE PROBLEMS AND IMAGING. AMER INST MATHEMATICAL SCIENCES-AIMS. Vol. 13. 2019. P. 1213-1258
CARLEMAN ESTIMATE AND AN INVERSE SOURCE PROBLEM FOR THE KELVIN-VOIGT MODEL FOR VISCOELASTICITY Article Imanuvilov O.Y., Yamamoto M. Inverse Problems. Institute of Physics Publishing. Vol. 35. 2019. 125001 p.
CARLEMAN ESTIMATES FOR THE TIME-FRACTIONAL ADVECTION-DIFFUSION EQUATIONS AND APPLICATIONS Article Huang X., Li Z., Yamamoto M. Inverse Problems. Institute of Physics Publishing. Vol. 35. 2019.
CARLEMAN ESTIMATE AND AN INVERSE SOURCE PROBLEM FOR THE KELVIN?VOIGT MODEL FOR VISCOELASTICITY Article Imanuvilov O.Y., Yamamoto M. Inverse Problems. Institute of Physics Publishing. Vol. 35. 2019.
UNIQUE CONTINUATION PRINCIPLE FOR THE ONE-DIMENSIONAL TIME-FRACTIONAL DIFFUSION EQUATION Article Li Z., Yamamoto M. Fractional Calculus and Applied Analysis. Walter de Gruyter GmbH. Vol. 22. 2019. P. 644-657
CARLEMAN ESTIMATE FOR THE SCHRÖDINGER EQUATION AND APPLICATION TO MAGNETIC INVERSE PROBLEMS Article Huang X., Kian Y., Soccorsi É., Yamamoto M. Journal of Mathematical Analysis and Applications. Academic Press Inc.. Vol. 474. 2019. P. 116-142
LOGARITHMIC STABILITY FOR A COEFFICIENT INVERSE PROBLEM OF COUPLED SCHRODINGER EQUATIONS Article Dou F.F., Yamamoto M. Inverse Problems. Institute of Physics Publishing. Vol. 35. 2019.