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Description
The particular specialization or interest aspects of the SINGACOM group (Spanish acronym for Singularities, Algebraic Geometry, Commutative Algebra, Coding, Combinatorics, Computation and Optimization) within the line of Singularities are the following: Classification of singularities and equisingularities Resolution of singularities, methods and algorithms Arch spaces Motivic integration Applications Complete closing of ideals Valuation spacesOther information
Number of researchers:
4
Development status:
In research and development phase
Intellectual Property Rights:
Susceptible de protección mediante Propiedad Intelectual
Differentiation in the market:
Quality
Applicability of technology:
No
Companies and markets:
Scientific and technical research.
Additional Information:
The group belongs to: IMUVA (Mathematics Research Institute) EACA network (Spanish acronym for Conferences on Computer Algebra and its Applications) Algebraic Geometry and Singularities Network Singular network CIMPA-ICPAM International Centre of Pure and Applied Mathematics
UNESCO Code:
1204 - Geometry
Other members:
Félix Delgado de la Mata
Santiago Encinas Carrión
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Carolina Ana Núñez Jiménez
ObjectivesThe SINGACOM Group aims at research in several fields of mathematics: SINGularities, Algebraic Geometry, Commutative Algebra, COdification, COMbinatorics, COMputation and Optimization. Its objectives are the following:a) Conducting basic an... Read more >
OBJECTIVESFOCUSES ON THOSE ESTABLISHED BY THE LINES OF INVESTIGATION. MEMBERS OF THE GROUP HAVE BEEN COLLABORATING FOR MORE THAN 10 YEARS UNDER PROJECTS AND OTHER AID SUBSIDIZED BY OFFICIAL, PUBLIC AND PRIVATE BODIES, AUTONOMIC, NATIONAL AND INTERNAT... Read more >
The particular specialization or interest aspects of the SINGACOM group (Spanish acronym for Singularities, Algebraic Geometry, Commutative Algebra, Coding, Combinatorics, Computation and Optimization) within the lines of combinatorial analysis, arit... Read more >
OBJECTIVESThe ECSING research group works on basic research inmathematics, in all its facets, with ramifications toapplied development and emphasis on the training of researchers.The objectives are a continuation of the basic objectives that our team... Read more >
