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G vruţa [9] provided a further generalization of Rassias' theorem by replacing the bound of Cauchy difference by a general control function.
Furthermore, in 1994, a generalization of Rassias' theorem was obtained by Gǎvruta [4] by replacing the bound ε(||x|| p + ||y|| p ) by a general control function φ x, y).
Furthermore, in 1994, a generalization of the Rassias' theorem was obtained by Gǎvruta [4] by replacing the bound ϵ(||x|| p + ||y|| p ) by a general control function φ x, y).
Furthermore, in 1994, a generalization of Rassias's theorem was obtained by Gǎvruta [13] by replacing the bound (epsilon (Vert xVert ^p+Vert yVert ^p)) by a general control function (phi (x,y)).
Function ({mathrm{dec}}) essentially performs this decomposition, by removing the restriction (which can occur only externally, by syntactic definition) and by replacing the bound names in L with the corresponding restricted names in (L').
In 1994, a generalization of Rassias' theorem was obtained by Gǎvruta [15] by replacing the bound ϵ ( ∥ x ∥ p + ∥ y ∥ p ) by a general control function φ ( x, y ).
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The equivalent of a UNIX I/O redirection can be achieved by replacing the channel bound to a given name.
In 1994, a generalization was obtained by Gavruta [8], who replaced the bound by a general control function.
In 1994, a generalization of the Rassias' theorem was obtained by G vruţa [6], who replaced the bound by a general control function For the stability problems of various functional equations and mappings and their Pexiderized versions, we refer the readers to [7 15].
Găvruta [4] provided a further generalization of Rassias' theorem in which he replaced the bound by a general function.
In 1994, Gavruta [8] provided a generalization of Rassias theorem in which he replaced the bound by a general control function.
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by replacing the artistic
by replacing the cylindrical
by contacting the bound
by replacing the local
by determining the bound
by replacing the long
by replacing the old
by replacing the ambient
by maximizing the bound
by replacing the personal
by measuring the bound
by replacing the pdf
by displacing the bound
by carrying the bound
by replacing the organic
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