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Third Summer School on Harmonic Analysis and Partial Differential  Equations, July 10 - 14, 2017, BCAM, BILBAO
Third Summer School on Harmonic Analysis and Partial Differential Equations, July 10 - 14, 2017, BCAM, BILBAO

SZEMERÉDI'S THEOREM, FREQUENT HYPERCYCLICITY AND MULTIPLE RECURRENCE
SZEMERÉDI'S THEOREM, FREQUENT HYPERCYCLICITY AND MULTIPLE RECURRENCE

THE DISCREPANCY FUNCTION IN TWO DIMENSIONS
THE DISCREPANCY FUNCTION IN TWO DIMENSIONS

Προφίλ για ioannis.parissis - Φόρουμ ispania.gr
Προφίλ για ioannis.parissis - Φόρουμ ispania.gr

WEIGHTED SOLYANIK ESTIMATES FOR THE STRONG MAXIMAL FUNCTION Paul Hagelstein  and Ioannis Parissis
WEIGHTED SOLYANIK ESTIMATES FOR THE STRONG MAXIMAL FUNCTION Paul Hagelstein and Ioannis Parissis

arXiv:1310.3771v2 [math.CA] 26 May 2014
arXiv:1310.3771v2 [math.CA] 26 May 2014

math.uoc.gr — Τμήμα Μαθηματικών - Πανεπιστημίου Κρήτης
math.uoc.gr — Τμήμα Μαθηματικών - Πανεπιστημίου Κρήτης

Revisiting the Steam-Boiler Case Study with LUTESS: Modeling for Automatic  Test Generation
Revisiting the Steam-Boiler Case Study with LUTESS: Modeling for Automatic Test Generation

Ioannis Thermos - Sites Electrifications Coordinator - VICTUS Networks |  LinkedIn
Ioannis Thermos - Sites Electrifications Coordinator - VICTUS Networks | LinkedIn

PDF) Revisiting the Steam-Boiler Case Study with LUTESS : Modeling for  Automatic Test Generation | Ioannis Parissis - Academia.edu
PDF) Revisiting the Steam-Boiler Case Study with LUTESS : Modeling for Automatic Test Generation | Ioannis Parissis - Academia.edu

Automatically Testing Interactive Applications Using Extended Task Trees
Automatically Testing Interactive Applications Using Extended Task Trees

Towards unified tooling for easing the qualification of medical normed  environments
Towards unified tooling for easing the qualification of medical normed environments

Ioannis PARISSIS - LCIS
Ioannis PARISSIS - LCIS

PDF) Read-Error-Rate evaluation for RFID system on-line testing | Ioannis  Parissis - Academia.edu
PDF) Read-Error-Rate evaluation for RFID system on-line testing | Ioannis Parissis - Academia.edu

today's timetable
today's timetable

Solyanik Estimates in Harmonic Analysis
Solyanik Estimates in Harmonic Analysis

Automatically testing interactive multimodal systems using task trees and  fusion models
Automatically testing interactive multimodal systems using task trees and fusion models

THE HILBERT TRANSFORM ALONG FINITE ORDER LACUNARY SETS OF DIRECTIONS
THE HILBERT TRANSFORM ALONG FINITE ORDER LACUNARY SETS OF DIRECTIONS

BCAM meeting on sampling, uncertainty principles, and combinatorial methods  in harmonic analysis, 15-17 January 2018, BCAM, Bilbao
BCAM meeting on sampling, uncertainty principles, and combinatorial methods in harmonic analysis, 15-17 January 2018, BCAM, Bilbao

English CV Parissis 2013
English CV Parissis 2013

Proceedings of the Eighth International Symposium on Information and  Communication Technology: Mutants Generation For Testing Lu
Proceedings of the Eighth International Symposium on Information and Communication Technology: Mutants Generation For Testing Lu

Ioannis Parissis Photos on Myspace
Ioannis Parissis Photos on Myspace

Oscillatory Integrals with Polynomial Phase
Oscillatory Integrals with Polynomial Phase

Thoroughness of specification-based testing of synchronous programs
Thoroughness of specification-based testing of synchronous programs

Ioannis PARISSIS | Ikerbasque Research associate | Ph.D. in Mathematics |  Universidad del País Vasco / Euskal Herriko Unibertsitatea, Leioa | UPV/EHU  | Departamento de Matemáticas
Ioannis PARISSIS | Ikerbasque Research associate | Ph.D. in Mathematics | Universidad del País Vasco / Euskal Herriko Unibertsitatea, Leioa | UPV/EHU | Departamento de Matemáticas

The endpoint Fefferman-Stein inequality for the strong maximal function
The endpoint Fefferman-Stein inequality for the strong maximal function

LOGARITHMIC DIMENSION BOUNDS FOR THE MAXIMAL FUNCTION ALONG A POLYNOMIAL  CURVE 1. I For Γ = di
LOGARITHMIC DIMENSION BOUNDS FOR THE MAXIMAL FUNCTION ALONG A POLYNOMIAL CURVE 1. I For Γ = di