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• Researchers at Anhui Xinhua University Target Science and Technology (Bifurcation study, phase portraits and optical solitons of dual-mode resonant nonlinear Schrodinger dynamical equation with Kerr law non-linearity)

  Vivas-Cortez, M.

  14/08/24

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• Study Findings on Information and Data Theories Reported by Researchers at University of Okara (Fractional Hermite-Hadamard-Mercer-Type Inequalities for Interval-Valued Convex Stochastic Processes with Center-Radius Order and Their Related ...)

  Vivas-Cortez, M.

  13/08/24

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• Study Findings on Axioms Are Outlined in Reports from Pontificia Universidad Catolica del Ecuador (Generalized Fuzzy-Valued Convexity with Ostrowski's, and Hermite-Hadamard Type Inequalities over Inclusion Relations and Their Applications)

  Vivas-Cortez, M.

  12/08/24

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• Research from Pontifical Catholic University of Ecuador in the Area of Mathematics Published (Abundant Soliton Solutions to the Generalized Reaction Duffing Model and Their Applications)

  Vivas-Cortez, M.

  19/07/24

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• New Findings in Mathematics Described from Pontifical Catholic University of Ecuador (Lump, Breather, Ma-Breather, Kuznetsov-Ma-Breather, Periodic Cross-Kink and Multi-Waves Soliton Solutions for Benney-Luke Equation)

  Vivas-Cortez, M.

  9/07/24

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• Study Findings from Faculty of Exact and Natural Sciences Advance Knowledge in Engineering (Bullen-Mercer type inequalities with applications in numerical analysis)

  Vivas-Cortez, M.

  6/06/24

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• New Computer Science Study Results Reported from Pontifical Catholic University of Ecuador (Application of an Extended Cubic B-Spline to Find the Numerical Solution of the Generalized Nonlinear Time-Fractional Klein-Gordon Equation in ...)

  Vivas-Cortez, M.

  15/05/24

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• University of Sargodha Researchers Highlight Research in Engineering (Fractional integral inequalities and error estimates of generalized mean differences)

  Vivas-Cortez, M.

  7/05/24

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• University of Sargodha Researchers Provide New Insights into Engineering (Visualizing fractional inequalities through 2D and 3D graphs with applications)

  Vivas-Cortez, M.

  6/05/24

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• Findings from Pontifical Catholic University Yields New Findings on Mathematics (On a New Structure of Multi-term Hilfer Fractional Impulsive Neutral Levin-nohel Integrodifferential System With Variable Time Delay)

  Vivas Cortez, M. J.

  9/04/24

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• Studies from Pontifical Catholic University Update Current Data on Mathematics (New Results About Fuzzy G-convex Functions Connected With the Q-analogue Multiplier-noor Integral Operator)

  Vivas Cortez, M. J.

  1/03/24

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• Pontificia Universidad Catolica del Ecuador Researchers Provide New Insights into Inequalities and Applications (A modified class of Ostrowski-type inequalities and error bounds of Hermite-Hadamard inequalities)

  Vivas Cortez, M. J.

  27/10/23

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• Pontificia Universidad Catolica del Ecuador Researchers Detail Research in Mathematics (Raina's Function-Based Formulations of Right-Sided Simpson's and Newton's Inequalities for Generalized Coordinated Convex Functions)

  Vivas Cortez, M. J.

  15/08/23

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• Researchers at Hashemite University Have Reported New Data on Mathematics [On Local Fractional Integral Inequalities Via Generalized ((Sic)1, (Sic) 2) -preinvexity Involving Local Fractional Integral Operators With Mittag-leffler Kernel]

  Vivas Cortez, M. J.

  4/07/23

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• New Findings on Mathematics from Pontifical Catholic University Summarized (On Opial-type Inequality for a Generalized Fractional Integral Operator)

  Vivas Cortez, M. J.

  8/11/22

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• ON THE OSCILLATORY BEHAVIOUR OF SOME FORCED NONLINEAR GENERALIZED DIFFERENTIAL EQUATION.

  Vivas Cortez, M. J.

  1/05/21

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• ON THE OSCILLATORY BEHAVIOUR OF SOME FORCED NONLINEAR GENERALIZED DIFFERENTIAL EQUATION.

  Vivas Cortez, M. J.

  1/04/21

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