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Formal and Computational Linguistics (ComForT), Leuven KU Leuven
The Research Group conducts theoretical and descriptive research in the fields of formal and computational linguistics, a.o. with a view to its application in language and speech technology. The central aim is to acquire insight into the complexity of linguistic knowledge by studying the formal properties of the structures and rules that constitute the architecture of language and grammar.
The formal modelling of this ...
Formal and Computational Linguistics (ComForT), Antwerp Campuses KU Leuven
The Research Group conducts theoretical and descriptive research in the fields of formal and computational linguistics, a.o. with a view to its application in language and speech technology. The central aim is to acquire insight into the complexity of linguistic knowledge by studying the formal properties of the structures and rules that constitute the architecture of language and grammar.
The formal modelling of this ...
Formal and Computational Linguistics (ComForT), Brussels Campus KU Leuven
The Research Group conducts theoretical and descriptive research in the fields of formal and computational linguistics, a.o. with a view to its application in language and speech technology. The central aim is to acquire insight into the complexity of linguistic knowledge by studying the formal properties of the structures and rules that constitute the architecture of language and grammar.
The formal modelling of this ...
Formal and Computational Linguistics (ComForT), Kulak Kortrijk Campus KU Leuven
The Research Group conducts theoretical and descriptive research in the fields of formal and computational linguistics, a.o. with a view to its application in language and speech technology. The central aim is to acquire insight into the complexity of linguistic knowledge by studying the formal properties of the structures and rules that constitute the architecture of language and grammar.
The formal modelling of this ...
Computational and Applied Mathematics Programme Vrije Universiteit Brussel
1) mathematical and computational physics -study of sparse representations of functions -application to inverse problems (L1-penalization) -regularization methods for linear ill-posed problems -stability of inverse problems -design of fast reconstruction algorithms 2) Inverse problems in imaging and image processing -tomographic image reconstruction in nuclear medicine -related problems in applied mathematics -2D or 3D tomographic image ...