About: covid:PMC7340963

Facets (new session)
Description
Metadata
Settings
- owl:sameAs
- Inference Rule:

About: covid:PMC7340963 Goto Sponge NotDistinct Permalink

An Entity of Type : owl:Thing, within Data Space : covidontheweb.inria.fr associated with source document(s)

Attributes	Values
Creator	Aizawa, Akiko Bigatti, Anna Carette, Jacques Davenport, James Gipp, Bela Greiner-Petter, André Joswig, Michael Schubotz, Moritz de Wolff, Timo
is schema:about of	named entity 'Algebra' named entity 'Presentation' named entity 'mathematical expressions' named entity 'semantic' named entity 'semantic information' named entity 'DLMF' named entity 'definiens' named entity 'machine learning' named entity 'semantic information' named entity 'semantic information' named entity 'Java' named entity 'macros' named entity 'MathML' named entity 'NLP' named entity 'Mathematical Language' named entity 'semantic' named entity 'complex variable' named entity 'Hurwitz zeta function' named entity 'definiens' named entity 'DLMF' named entity 'semantic information' named entity 'semantic' named entity 'DLMF' named entity 'MOIs' named entity 'fewer words' named entity 'definiens' named entity 'natural language processing' named entity 'Weierstrass zeta function' named entity 'semantically' named entity 'mathematical object' named entity 'Mathematical Objects' named entity 'semantic' named entity 'DLMF' named entity 'semantic' named entity 'database' named entity 'definiens' named entity 'database' named entity 'mathematical formulae' named entity 'parse trees' named entity 'definiens' named entity 'POS' named entity 'mathematical formulae' named entity 'Riemann zeta function' named entity 'mathematical expressions' named entity 'macros' named entity 'definiens' named entity 'mathematical object' named entity 'search engine' named entity 'parse tree' named entity 'MOIs' named entity 'MOIs' named entity 'semantic' named entity 'definiens' named entity 'subscript' named entity 'DLMF' named entity 'conversion process' named entity 'Hurwitz zeta function' named entity 'Part-of-Speech' named entity 'Jacobi polynomials' named entity 'definiens' named entity 'search engine' named entity 'rule-based' named entity 'mathematical formula' named entity 'MathML' named entity 'special functions' named entity 'MathML' named entity 'subscript' named entity 'search engine' named entity 'mathematical expression' named entity 'knowledgebase' named entity 'Jacobi polynomial' named entity 'syntax tree' named entity 'mathematical functions' named entity 'semantic information' named entity 'semantic' named entity 'semantic' named entity 'Polynomial' named entity 'lexicon' named entity 'mathematical expressions' named entity 'definiens' named entity 'definiens' named entity 'semantic' named entity 'Mathematica' named entity 'semantic' named entity 'MOIs' named entity 'DLMF' named entity 'Algebra Systems' named entity 'Computable' named entity 'APPROACH' named entity 'CONTEXT' named entity 'Context Sensitive'

Attributes

Values

Creator

Aizawa, Akiko
Bigatti, Anna
Carette, Jacques
Davenport, James
Gipp, Bela
Greiner-Petter, André
Joswig, Michael
Schubotz, Moritz
de Wolff, Timo

is schema:about of

named entity 'Algebra'
named entity 'Presentation'
named entity 'mathematical expressions'
named entity 'semantic'
named entity 'semantic information'
named entity 'DLMF'
named entity 'definiens'
named entity 'machine learning'
named entity 'semantic information'
named entity 'semantic information'
named entity 'Java'
named entity 'macros'
named entity 'MathML'
named entity 'NLP'
named entity 'Mathematical Language'
named entity 'semantic'
named entity 'complex variable'
named entity 'Hurwitz zeta function'
named entity 'definiens'
named entity 'DLMF'
named entity 'semantic information'
named entity 'semantic'
named entity 'DLMF'
named entity 'MOIs'
named entity 'fewer words'
named entity 'definiens'
named entity 'natural language processing'
named entity 'Weierstrass zeta function'
named entity 'semantically'
named entity 'mathematical object'
named entity 'Mathematical Objects'
named entity 'semantic'
named entity 'DLMF'
named entity 'semantic'
named entity 'database'
named entity 'definiens'
named entity 'database'
named entity 'mathematical formulae'
named entity 'parse trees'
named entity 'definiens'
named entity 'POS'
named entity 'mathematical formulae'
named entity 'Riemann zeta function'
named entity 'mathematical expressions'
named entity 'macros'
named entity 'definiens'
named entity 'mathematical object'
named entity 'search engine'
named entity 'parse tree'
named entity 'MOIs'
named entity 'MOIs'
named entity 'semantic'
named entity 'definiens'
named entity 'subscript'
named entity 'DLMF'
named entity 'conversion process'
named entity 'Hurwitz zeta function'
named entity 'Part-of-Speech'
named entity 'Jacobi polynomials'
named entity 'definiens'
named entity 'search engine'
named entity 'rule-based'
named entity 'mathematical formula'
named entity 'MathML'
named entity 'special functions'
named entity 'MathML'
named entity 'subscript'
named entity 'search engine'
named entity 'mathematical expression'
named entity 'knowledgebase'
named entity 'Jacobi polynomial'
named entity 'syntax tree'
named entity 'mathematical functions'
named entity 'semantic information'
named entity 'semantic'
named entity 'semantic'
named entity 'Polynomial'
named entity 'lexicon'
named entity 'mathematical expressions'
named entity 'definiens'
named entity 'definiens'
named entity 'semantic'
named entity 'Mathematica'
named entity 'semantic'
named entity 'MOIs'
named entity 'DLMF'
named entity 'Algebra Systems'
named entity 'Computable'
named entity 'APPROACH'
named entity 'CONTEXT'
named entity 'Context Sensitive'

Faceted Search & Find service v1.13.91 as of Mar 24 2020

Alternative Linked Data Documents: Sponger | ODE Content Formats:

RDF

ODATA

Microdata

About

OpenLink Virtuoso version 07.20.3229 as of Jul 10 2020, on Linux (x86_64-pc-linux-gnu), Single-Server Edition (94 GB total memory)
Data on this page belongs to its respective rights holders.
Virtuoso Faceted Browser Copyright © 2009-2024 OpenLink Software