Oscillation of higher-order delay differential equations of neutral type.
Bounds for certain new integral inequalities on time scales.
Some nonlinear integral inequalities in two independent variables.
Some nonlinear delay integral inequalities and their discrete analogues.
Bounds for certain delay integral inequalities on time scales.
Nonlinear integral inequalities in two independent variables on time scales.
Various half-eigenvalues of scalar -Laplacian with indefinite integrable weights.
The penalty method for a new system of generalized variational inequalities.
Bounds for certain nonlinear dynamic inequalities on time scales.
Some nonlinear integral inequalities on time scales.
The Graphs Whose Permanental Polynomials Are Symmetric
The permanental polynomial [...] π(G,x)=∑i=0nbixn−i of a graph G is symmetric if bi = bn−i for each i. In this paper, we characterize the graphs with symmetric permanental polynomials. Firstly, we introduce the rooted product H(K) of a graph H by a graph K, and provide a way to compute the permanental polynomial of the rooted product H(K). Then we give a sufficient and necessary condition for the symmetric polynomial, and we prove that the permanental polynomial of a graph G is symmetric if and...
La formule des traces pour les revêtements de groupes réductifs connexes. II. Analyse harmonique locale
On établit des résultats de l’analyse harmonique locale nécessaires pour la formule des traces invariante d’Arthur pour les revêtements de groupes réductifs connexes. Plus précisément, on démontre pour les revêtements locaux (1) la formule de Plancherel et des préparatifs reliés, (2) la normalisation des opérateurs d’entrelacement soumise aux conditions d’Arthur, (3) le comportement local de caractères de représentations admissibles dans le cas non archimédien, et (4) la partie spécifique de la...
La formule des traces pour les revêtements de groupes réductifs connexes. IV. Distributions invariantes
Nous établissons la formule des traces invariante à la Arthur pour les revêtements adéliques des groupes réductifs connexes sur un corps de nombres, sous l’hypothèse que le Théorème de Paley-Wiener invariant soit vérifié pour tout sous-groupe de Lévi en les places archimédiennes réelles. Cette hypothèse est vérifiée pour les revêtements métaplectiques de et ceux de à deux feuillets, par exemple. La démonstration est basée sur les articles antérieurs et sur les idées d’Arthur. Nous donnons également...
A note on model structures on arbitrary Frobenius categories
We show that there is a model structure in the sense of Quillen on an arbitrary Frobenius category such that the homotopy category of this model structure is equivalent to the stable category as triangulated categories. This seems to be well-accepted by experts but we were unable to find a complete proof for it in the literature. When is a weakly idempotent complete (i.e., every split monomorphism is an inflation) Frobenius category, the model structure we constructed is an exact (closed)...
Robust controller design using the Nevanlinna-Pick interpolation in gyro stabilized pod.
Oscillation of systems of certain neutral delay parabolic differential equations.
Generalizations of a theorem of I. Schur.
Strong convergence theorems of the Ishikawa process with errors for strictly pseudocontractive mapping of Browder-Petryshyn type in Banach spaces.
A smoothing SAA method for a stochastic mathematical program with complementarity constraints
A smoothing sample average approximation (SAA) method based on the log-exponential function is proposed for solving a stochastic mathematical program with complementarity constraints (SMPCC) considered by Birbil et al. (S. I. Birbil, G. Gürkan, O. Listes: Solving stochastic mathematical programs with complementarity constraints using simulation, Math. Oper. Res. 31 (2006), 739–760). It is demonstrated that, under suitable conditions, the optimal solution of the smoothed SAA problem converges almost...
Relations between moduli spaces of stable bundles over ...2 and rationality.
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