Martin Lukarevski | Univerzitet Goce Delcev (original) (raw)

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Papers by Martin Lukarevski

Research paper thumbnail of Theory of infinite sequences and series by Ludmila Bourchtein and Andrei Bourchtein , pp. 377, £54.99, (paper), ISBN 978-3-03079-430-9, Springer Verlag (2022)

˜The œmathematical gazette/Mathematical gazette, Feb 15, 2024

Research paper thumbnail of 108.10 Proof without words

˜The œmathematical gazette/Mathematical gazette, Feb 15, 2024

Research paper thumbnail of The Volume of a Reversible Tetrahedron

˜The œmathematical intelligencer, Mar 8, 2024

Research paper thumbnail of Bridges between three remarkable inequalities

Elemente der Mathematik, Jun 1, 2023

Research paper thumbnail of Series and products in the development of mathematics (second edition) by Ranjan Roy, Vol. 1 pp. 776, £69.99 (paperback), ISBN 978-1-10870-945-3; Vol. 2 pp. 476, £45.99 (paperback), ISBN 978-1-10870-937-8, Cambridge University Press (2021)

The Mathematical Gazette, Jul 1, 2023

Research paper thumbnail of Isogonal cevians and inequalities for quotients of cevians

Elemente der Mathematik, Apr 13, 2022

Research paper thumbnail of A New Look at the Fundamental Triangle Inequality

Mathematics Magazine, Feb 15, 2023

Research paper thumbnail of 107.23 Location of the inarc circle and its point of contact with the circumcircle

Research paper thumbnail of On 106.12

Research paper thumbnail of Wolstenholme’s inequality and its relation to the Barrow and Garfunkel-Bankoff inequalities

The Mathematical Gazette

Many readers are familiar with the celebrated Finsler-Hadwiger and Weitzenböck’s inequality in tr... more Many readers are familiar with the celebrated Finsler-Hadwiger and Weitzenböck’s inequality in triangle geometry. On the other hand, Wolstenholme’s inequality is not widely known, but is equally important and in an indirect way can be used to derive these two. We will introduce it and then show its strength.

Research paper thumbnail of Maximal regularity for evolution equations and application to the Stefan problem

Asian-European Journal of Mathematics

Maximal regularity is a useful tool for solving abstract parabolic evolution equations. A variant... more Maximal regularity is a useful tool for solving abstract parabolic evolution equations. A variant of the one-phase quasistationary Stefan problem can be reduced to a single evolution equation. We approach this problem by maximal regularity and then apply an existence theorem for this type of evolution equation. We use as an assumption that one particular result on the solvability of a degenerate oblique derivative problem extends in an appropriate way.

Research paper thumbnail of Natprevari po matematika za ucenicite od srednoto obrazovanie 2016

Vo knigata se dadeni zadacite od natprevarite vo 2016 godina

Research paper thumbnail of A Straightforward Proof of De Gua’s Theorem

The Mathematical Intelligencer

Research paper thumbnail of On ‘What makes a good Proof without Words’

Research paper thumbnail of 106.25 Three discs for the incentre

Research paper thumbnail of Problem 103.D

Research paper thumbnail of Problem 101.L

Research paper thumbnail of Problem proposal JP.103

Research paper thumbnail of Nemo Ellipses

Research paper thumbnail of Inequality in triangle 293

Research paper thumbnail of Theory of infinite sequences and series by Ludmila Bourchtein and Andrei Bourchtein , pp. 377, £54.99, (paper), ISBN 978-3-03079-430-9, Springer Verlag (2022)

˜The œmathematical gazette/Mathematical gazette, Feb 15, 2024

Research paper thumbnail of 108.10 Proof without words

˜The œmathematical gazette/Mathematical gazette, Feb 15, 2024

Research paper thumbnail of The Volume of a Reversible Tetrahedron

˜The œmathematical intelligencer, Mar 8, 2024

Research paper thumbnail of Bridges between three remarkable inequalities

Elemente der Mathematik, Jun 1, 2023

Research paper thumbnail of Series and products in the development of mathematics (second edition) by Ranjan Roy, Vol. 1 pp. 776, £69.99 (paperback), ISBN 978-1-10870-945-3; Vol. 2 pp. 476, £45.99 (paperback), ISBN 978-1-10870-937-8, Cambridge University Press (2021)

The Mathematical Gazette, Jul 1, 2023

Research paper thumbnail of Isogonal cevians and inequalities for quotients of cevians

Elemente der Mathematik, Apr 13, 2022

Research paper thumbnail of A New Look at the Fundamental Triangle Inequality

Mathematics Magazine, Feb 15, 2023

Research paper thumbnail of 107.23 Location of the inarc circle and its point of contact with the circumcircle

Research paper thumbnail of On 106.12

Research paper thumbnail of Wolstenholme’s inequality and its relation to the Barrow and Garfunkel-Bankoff inequalities

The Mathematical Gazette

Many readers are familiar with the celebrated Finsler-Hadwiger and Weitzenböck’s inequality in tr... more Many readers are familiar with the celebrated Finsler-Hadwiger and Weitzenböck’s inequality in triangle geometry. On the other hand, Wolstenholme’s inequality is not widely known, but is equally important and in an indirect way can be used to derive these two. We will introduce it and then show its strength.

Research paper thumbnail of Maximal regularity for evolution equations and application to the Stefan problem

Asian-European Journal of Mathematics

Maximal regularity is a useful tool for solving abstract parabolic evolution equations. A variant... more Maximal regularity is a useful tool for solving abstract parabolic evolution equations. A variant of the one-phase quasistationary Stefan problem can be reduced to a single evolution equation. We approach this problem by maximal regularity and then apply an existence theorem for this type of evolution equation. We use as an assumption that one particular result on the solvability of a degenerate oblique derivative problem extends in an appropriate way.

Research paper thumbnail of Natprevari po matematika za ucenicite od srednoto obrazovanie 2016

Vo knigata se dadeni zadacite od natprevarite vo 2016 godina

Research paper thumbnail of A Straightforward Proof of De Gua’s Theorem

The Mathematical Intelligencer

Research paper thumbnail of On ‘What makes a good Proof without Words’

Research paper thumbnail of 106.25 Three discs for the incentre

Research paper thumbnail of Problem 103.D

Research paper thumbnail of Problem 101.L

Research paper thumbnail of Problem proposal JP.103

Research paper thumbnail of Nemo Ellipses

Research paper thumbnail of Inequality in triangle 293

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