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Rare-earth ion clusters in doped crystals with fluorite structure
Aminov L., Kurkin I.
Calculation of spin-lattice relaxation times
Aminov L., Zaitov M.
Projective geometry of systems of second-order differential equations
Aminova A., Aminov N.
It is proved that every projective connection on an n-dimensional manifold M is locally defined
EPR of single Yb3+ ions in CsCdBr3 monocrystals
Aminov L., Gafurov M., Kurkin I., Nikitin S., Rodionov A.
EPR of rare-earth ion clusters in mixed crystals Ba1-xLa xF2+x doped with Yb3+ ion
Aminov L., Abdulsabirov R., Korableva S., Kurkin I., Kurzin S., Ziganshin A., Orlinskii S.
. K. Aminov, R. Yu. Abdulsabirov, M. R. Gafurov, S. L. Korableva, I. N. Kurkin, S. P. Kurzin, R. M
Luminescence of Tl+ ions in a KZnF3 crystal
Aminov L., Nikitin S., Silkin N., Yusupov R.
Optical absorption of KZnF3:Tl+ and KMgF3:Tl+ crystals
Aminov L., Kosach A., Nikitin S., Silkin N., Yusupov R.
EPR of Pb3+ ion in LiBaF3 crystals
Aminov L., Zverev D., Mamin G., Nikitin S., Silkin N., Yusupov R., Shakhov A.
Field dependence of spin-lattice relaxation of Nd3+ ions in y3Al5O12 crystals
Aminov L., Kurkin N., Kurzin S., Lukoyanov D., Salikhov I., Rakhmatullin R.
is described by T1 -1=ATn + b exp(-ΔAT), where n varies from sample to sample, with n=1 for "perfect" samples
Projective geometry of systems of second-order differential equations
Aminova A., Aminov N.
It is proved that every projective connection on an n-dimensional manifold M is locally defined

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