Просмотр по автору "N. A. Myrzakulov"

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Просмотр по автору "N. A. Myrzakulov"

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  • K.R. Yesmakhanova; N. A. Myrzakulov; K. K. Yerzhanov; G.N. Nugmanova; N.S. Serikbayaev; R. Myrzakulov (2013-04-18)
    In this paper, we obtained a class of oscillatory, cyclic and knot type solutions from the non-linear Friedmann equations. This is performed by choosing specific forms of energy density and pressure of matter. All the ...
  • K.R. Yesmakhanova; N. A. Myrzakulov; K. K. Yerzhanov; G.N. Nugmanova; N.S. Serikbayaev; R. Myrzakulov (2013-05-15)
    In this paper, we obtained a class of oscillatory, cyclic and knot type solutions from the non-linear Friedmann equations. This is performed by choosing specific forms of energy density and pressure of matter. All the ...
  • K.R. Yesmakhanova; N. A. Myrzakulov; K. K. Yerzhanov; G.N. Nugmanova; N.S. Serikbayaev; R. Myrzakulov (2013-05-15)
    In this paper, we obtained a class of oscillatory, cyclic and knot type solutions from the non-linear Friedmann equations. This is performed by choosing specific forms of energy density and pressure of matter. All the ...
  • K.R. Yesmakhanova; N. A. Myrzakulov; K. K. Yerzhanov; G.N. Nugmanova; N.S. Serikbayaev; R. Myrzakulov (2013-06-03)
    In this paper, we obtained a class of oscillatory, cyclic and knot type solutions from the non-linear Friedmann equations. This is performed by choosing specific forms of energy density and pressure of matter. All the ...
  • K.R. Yesmakhanova; N. A. Myrzakulov; K. K. Yerzhanov; G.N. Nugmanova; N.S. Serikbayaev; R. Myrzakulov (2013-06-14)
    In this paper, we obtained a class of oscillatory, cyclic and knot type solutions from the non-linear Friedmann equations. This is performed by choosing specific forms of energy density and pressure of matter. All the ...