Category: 2019

Generalized Derivations of Non-associative Algebras

Starting Year: 2019 Title: Generalized Derivations of Non-associative Algebras Abstract: Funding Source: FAPESP - Fundação de Amparo à Pesquisa do Estado de São Paulo (Brazil) Typology: R&D Project Reference: 18/09299-2 Principal Investigator (PI): Ivan Kaygorodov PI's institution: Federal University of…

Read More

PREDICT – Personalized therapy for rheumatic diseases via machine learning

Starting Year: 2019 Title: PREDICT - Personalized therapy for rheumatic diseases via machine learning Abstract: PREDICT is a national project which proposes to develop machine learning techniques to address the problems emerging from electronic medical records mining. The envisaged methods…

Read More

Cohomology and extensions of inverse and restriction semigroups

Starting Year: 2019 Title: Cohomology and extensions of inverse and restriction semigroups Abstract: Funding Source: No funding Typology: Department Project Reference: Principal Investigator (PI): Mykola Khrypchenko PI's institution: FCT NOVA NOVA Math members involved: Mykola Khrypchenko

Read More

Contribuciones a los modelos estocasticos en epidemias

Starting Year: 2019 Title: Contribuciones a los modelos estocasticos en epidemias Abstract: In Portugal, the allocation of technical, human and financial resources to the fire brigades in charge of the urban fire response, despite considering the existing risk in an…

Read More

Development of classical and robust statistical methods in plant breeding and quantitative genetics

Starting Year: 2019 Title: Development of classical and robust statistical methods in plant breeding and quantitative genetics Abstract: Funding Source: Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq) of Ministério da Ciência, Tecnologia, Inovações e Comunicações Brasileiro Typology: R&D Project…

Read More

Finitary incidence algebras and their generalized derivations

Starting Year: 2019 Title: Finitary incidence algebras and their generalized derivations Abstract: Funding Source: CNPq - Conselho Nacional de Desenvolvimento Científico e Tecnológico (Brazil) Typology: R&D Project Reference: 404649/2018-1 Principal Investigator (PI): Mykola Khrypchenko PI's institution: FCT NOVA NOVA Math…

Read More