Lackovic, Miklos

Miklos Lackovic
Miklos Lackovic
Date of Birth
Place of Birth	;
A country	;
Place of work	; ;
Alma mater	;
Awards and prizes	Ostrovsky Prize ( 1993 ) [d] ( 1998 )

Miklos Lackovic - Hungarian mathematician. Known for his work on the theory of functions of a real variable and geometric measure theory .

Biography

He defended his thesis in 1971 at the University of Budapest , where he has been teaching since then. He is a professor at University College London . He was a visiting professor at several universities in the UK , Canada , Italy and the USA .

Miklos Lackovic loves and performs classical music , takes an active part in various choirs.

Contribution to science

The most famous result is the solution of the Tarsky problem on quadrature of a circle . ^[one]
Solution of the Kempreman hypothesis: Function $f\colon \mathbb {R} \to \mathbb {R}$ ${\ displaystyle f \ colon \ mathbb {R} \ to \ mathbb {R}}$ $f\colon\R\to\R$ that satisfies $2\cdot f\leq f(x+h)+f(x+2h)$ ${\ displaystyle 2 \ cdot f \ leq f (x + h) + f (x + 2h)}$ $2\cdot f\leq f(x+h)+f(x+2h)$ for each $x\geq 0$ ${\ displaystyle x \ geq 0}$ $x\ge 0$ is monotonically increasing.

Recognition

1991 -
1993 - Ostrovsky Prize
1993 - Corresponding Member of the Hungarian Academy of Sciences
1998 - Full member of the Hungarian Academy of Sciences
1998 -

Links

Ruthen, R. (1989) Squaring the Circle, Scientific American 261 (1), 22-24.

Links

Pages in Ethves University Laurent Etves
Pages at University College London
A: N: S Chorus , a 15th century polyphonic ensemble in which he participates.

[sciam_1989-1] Ruthen, R. (1989) Squaring the Circle, Scientific American 261 (1), 22-24.

Lackovic, Miklos

Biography

Contribution to science

Recognition

Links

Links

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