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COMPARISON THEOREM FOR MONGE THE AMPERE CAPACITY AND THE CHEBYSHEV CONSTANT ON ALGEBRAIC VARIETIES AND A CONTINUITY PROPERTY OF
COMPARISON THEOREM FOR MONGE THE AMPERE CAPACITY AND THE CHEBYSHEV CONSTANT ON ALGEBRAIC VARIETIES AND A CONTINUITY PROPERTY OF

Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile
Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile

Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile
Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile

Pluripotential Numerics
Pluripotential Numerics

Federico Piazzon - Assegnista di ricerca - Università degli Studi di Padova | LinkedIn
Federico Piazzon - Assegnista di ricerca - Università degli Studi di Padova | LinkedIn

THE BERSTEIN-MARKOV PROPERTY AND APPLICATIONS IN PLURIPOTENTIAL THEORY
THE BERSTEIN-MARKOV PROPERTY AND APPLICATIONS IN PLURIPOTENTIAL THEORY

Near optimal polynomial regression on norming meshes
Near optimal polynomial regression on norming meshes

On "marcov" inequalities
On "marcov" inequalities

PhD Students | dottorato
PhD Students | dottorato

Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile
Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile

UNIVERSITÀ DEGLI STUDI DI PADOVA Procedura selettiva 2020RUA02 - Allegato n. 7 per l'assunzione di n. 1 posto di ricercatore
UNIVERSITÀ DEGLI STUDI DI PADOVA Procedura selettiva 2020RUA02 - Allegato n. 7 per l'assunzione di n. 1 posto di ricercatore

PLURIPOTENTIAL NUMERICS References
PLURIPOTENTIAL NUMERICS References

POLYNOMIAL SAMPLING, QUADRATURE, APPROXIMATION, AND APPLICATIONS TO POLYNOMIAL OPTIMIZATION
POLYNOMIAL SAMPLING, QUADRATURE, APPROXIMATION, AND APPLICATIONS TO POLYNOMIAL OPTIMIZATION

OPTIMAL POLYNOMIAL ADMISSIBLE MESHES ON SOME CLASSES OF COMPACT SUBSETS OF Rd Contents 1. Introduction 1 2. Optimal AMs for star
OPTIMAL POLYNOMIAL ADMISSIBLE MESHES ON SOME CLASSES OF COMPACT SUBSETS OF Rd Contents 1. Introduction 1 2. Optimal AMs for star

SPAN-2018 Dipartimanto di Matematica Tullio Levi-Civita Universit`a degli studi di Padova 4-5th May 2018 Plenary Speakers: Berna
SPAN-2018 Dipartimanto di Matematica Tullio Levi-Civita Universit`a degli studi di Padova 4-5th May 2018 Plenary Speakers: Berna

Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile
Federico PIAZZON | Research Fellowship | PhD in Mathematics | University of Padova, Padova | UNIPD | Department of Mathematics | Research profile

TRASFORMAZIONI E PICCOLE PERTURBAZIONI DI MESH (DEBOLMENTE) AMMISSIBILI Riferimenti bibliografici
TRASFORMAZIONI E PICCOLE PERTURBAZIONI DI MESH (DEBOLMENTE) AMMISSIBILI Riferimenti bibliografici

Protno~~
Protno~~

WHY SHOULD PEOPLE IN APPROXIMATION THEORY CARE ABOUT (PLURI-)POTENTIAL THEORY?
WHY SHOULD PEOPLE IN APPROXIMATION THEORY CARE ABOUT (PLURI-)POTENTIAL THEORY?

Dipartimento di Matematica - Moodle Esami
Dipartimento di Matematica - Moodle Esami

arXiv:1611.02065v2 [math.NA] 17 Nov 2016
arXiv:1611.02065v2 [math.NA] 17 Nov 2016

An energy functional for $L^1$-optimal transport” :: Dipartimento di Matematica “Tullio Levi-Civita”
An energy functional for $L^1$-optimal transport” :: Dipartimento di Matematica “Tullio Levi-Civita”

MONGE AMPERE CAPACITIES ON ALGEBRAIC VARIETIES: COMPARABILITY AND CONVERGENCE RESULTS
MONGE AMPERE CAPACITIES ON ALGEBRAIC VARIETIES: COMPARABILITY AND CONVERGENCE RESULTS

RELATIVE CAPACITY ON ALGEBRAIC SUB-VARIETIES OF Cn AND APPLICATION TO THE BERNSTEIN MARKOV PROPERTY
RELATIVE CAPACITY ON ALGEBRAIC SUB-VARIETIES OF Cn AND APPLICATION TO THE BERNSTEIN MARKOV PROPERTY