Vol. 11, No. 3 (2019), Journal of Mathematics Research

• • An Original and Additional Mathematical Model Characterizing a Bayesian Approach to Decision Theory
  • •  Angelini Pierpaolo   
    • p1
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• • On Liouvillian Solutions of Third Order Homogeneous Linear Differential Equations
  • •  Noura Okko   
    • p14
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• • Random Attractor Family for a Class of Stochastic Higher-Order Kirchhoff Equations
  • •  Guoguang Lin   
    •  Liping Guan   
    • p23
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• • The Speculation on the Quantum Mechanics Proceeding From a Principle of the Conservation of Entropy at an Atomic Scale
  • •  Khoroshavtsev Y. E.   
    • p34
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• • Atomic Proposition and 1-Order Predicate Function for Dialectical Logic
  • •  Yaozhi Jiang   
    • p50
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• • An Asymptotic Expansion for the Error Term in the Brent-McMillan Algorithm for Euler’s Constant
  • •  R. B. Paris   
    • p60
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• • Integrated Semigroups on Fréchet Spaces II: F_sBSV ([a,b],F)-space, F_sLip_0,w([0,+∞),F)-space, Isometric Theorem and Application
  • •  Tiziano Granucci   
    • p67
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• • Backward Stochastic Volterra Integral Equations With Non-Lipschitz Time Delayed Generators
  • •  Harouna Coulibaly   
    •  Auguste Aman   
    • p94
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• • Reviewer Acknowledgements for Journal of Mathematics Research, Vol. 11, No. 3
  • •  Sophia Wang   
    • p103
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