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Attributs	Valeurs
type	work Issue
Is Part Of	http://hub.abes.fr/springer/periodical/10/1968/volume_1
Date Issued	1968-10-01(xsd:dateTime)
has manifestation of work	http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/m/print http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/m/web
Date Copyrighted	1968
issue	3
Rights Holder	Birkhäuser-Verlag
is Is Part Of of	http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E65A80EFCE053120B220A4E6B/w Collineations on quadrilaterals in projective planes Note on approximation by bounded analytic functions, problem α: General configurations http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E65A20EFCE053120B220A4E6B/w Medial gopological groupoids Remarks on the functional equationf (x + y − xy) + f (xy) = f (x) + f (y) Fifth annual meeting on functional equations Quasi-residual designs On the general solution of the functional equationf (x + y f (x)) = f (x) f (y) http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E65950EFCE053120B220A4E6B/w Boundedness on a set of positive measure and the mean value property characterizes polynomials on a spaceVn http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E65A90EFCE053120B220A4E6B/w Additional simple quadratures in the complex plane Remarks on the functional equationf(x+y−xy)+f(xy)=f(x)+f(y) http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E65AA0EFCE053120B220A4E6B/w On the general solution of the functional equationf(x+yf(x))=f(x)f(y) On asymptotically regular solutions of a linear functional equation Covering Problems for Dichotomized Matching Interpolation by analytic functions of bounded growth http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E659A0EFCE053120B220A4E6B/w The asymptotic value of a singular integral related to the cauchy—hermite interpolation formula Medial topological groupoids http://hub.abes.fr/springer/periodical/10/1968/volume_1/issue_3/B9576C8E65A00EFCE053120B220A4E6B/w On a certain limitation of eigenvalues of matrices

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