Royal Mathematica Serbica - Vol. 3, 2019 (Journal)

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Royal Mathematica Serbica 2019

Links to individual papers

• Extension of Poincare last geometric theorem via fixed apices (pages 1-4) by Milan R. Taskovic (Link)
• On location in a half-plane of zeros of perturbedfirst order entire functions (pages 5-14) by Michael Gil (Link)
• On the location of zeros of some polynomials (pages 15-17) by Dragomir M. Simeunovic (Link)
• Remark on the minimal distance of the zeros of a polynomial (pages 18-19) by Dragomir M. Simeunovic (Link)
• Axiom of infinite choice in transversal theory of fixed point and fixed apices (pages 20-72) by Milan R. Taskovic (Link)
• Extension of theorems by Brouwer, Schauder, Krasnoselskij, Stecenko, Dugundji, Granas, Kiventidis, Romaguera, Caristi and Kirk (pages 73-82) by Milan R. Taskovic (Link)
• Classes of d(ψ)-Functions, d(Lψ)-Spaces, and Orlicz Spaces (pages 83-97) by Milan R. Taskovic (Link)
• Geometric fixed point theorems on transversal spaces (pages 98-118) by Milan R. Taskovic (Link)
• Transversal sets (pages 119-153) by Milan R. Taskovic (Link)

Royal Mathematica Serbica (RMS) is a peer-reviewed journal publishing papers of high quality on Mathematics (Transversal Sets Theory, Forks Theory, Global Fixed Point Theory, Transversal Functional Analysis, General Convex Functional Analysis, General Convex Functional Analysis, Mathematical Alternative Theory, Diagonal Objects Theory, Diagonal Interval Theory or Cosmic Equations Theory, Fixed Point Theory, Fixed Point Theory in Distance and Topological Spaces, Fixed Point Theory on Ordered Sets, General Convex Functions, Transversal Spaces, Inequalities Theory, Transversal Economy, Transversal Physics and all other modern related scientific topics. RMS publishes survey articles and original research papers in the journal’s style that give major results with profound impact and significant implications and that develop new ideas.