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Results 1 - 10 of 9,886  for Great Falls College MSU

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Journal of computational electronics.

2002-

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Oscillations of difference equations with general advanced argument.(Report)

Chatzarakis, George E. ; Stavroulakis, Ioannis P.

Central European Journal of Mathematics, April, 2012, Vol.10(2), p.807(17) [Peer Reviewed Journal]

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A Unified Treatment of Half-Discrete Hilbert-Type Inequalities with a Homogeneous Kernel.(Report)

Krnic, Mario ; Pecaric, Josip ; Vukovic, Predrag

Mediterranean Journal of Mathematics, Nov, 2013, Vol.10(4), p.1697(20) [Peer Reviewed Journal]

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Standard Young tableaux and colored Motzkin paths

Eu, Sen - Peng ; Fu, Tung - Shan ; Hou, Justin T. ; Hsu, Te - Wei

Journal of Combinatorial Theory, Series A, Sept, 2013, Vol.120(7), p.1786(18) [Peer Reviewed Journal]

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Improved Heinz inequalities via the Jensen functional.(Report)

Krnic, Mario ; Pecaric, Josip

Central European Journal of Mathematics, Sept, 2013, Vol.11(9), p.1698(13) [Peer Reviewed Journal]

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Robust output feedback stabilization of nonlinear networked systems via a finite data-rate communication channel.(Report)

Cheng, Teddy M.

Journal of Systems Science and Complexity, Feb, 2011, Vol.24(1), p.1(13) [Peer Reviewed Journal]

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Characterization of feedback Nash equilibria for multi-channel systems via a set of non-fragile stabilizing state-feedback solutions and dissipativity inequalities.(Report)

Befekadu, Getachew K. ; Gupta, Vijay ; Antsaklis, Panos J.

Mathematics of Control, Signals, and Systems (MCSS), Sept, 2013, Vol.25(3), p.311(16) [Peer Reviewed Journal]

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On the convergence of the rotated one-sided ergodic Hilbert transform.(Report)

Chevallier, Nicolas ; Cohen, Guy ; Conze, Jean - Pierre

Positivity, June, 2011, Vol.15(2), p.253(18) [Peer Reviewed Journal]

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On an extension of a bilinear functional on L p ( R d ) aS- E to a Bochner space with an application to velocity averaging.(Report)

Lazar, Martin ; Mitrovia, Darko

Comptes rendus - Mathematique, April, 2013, Vol.351(7-8), p.261(4) [Peer Reviewed Journal]

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On near optimal trajectories for a game associated with the [infinity]-Laplacian.(Report)

Atar, Rami ; Budhiraja, Amarjit

Probability Theory and Related Fields, Dec, 2011, Vol.151(3-4), p.509(20) [Peer Reviewed Journal]

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