CORD-19:6e2db98aa242e3e84116afdfad5e250943c55ac5 / 43734-44069 JSONTXT

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CORD-19_Custom_license_subset

Id Subject Object Predicate Lexical cue
T367 0-335 Sentence denotes 3) Similarly, in order to prove this property, we only need to , {u}) , i.e., for any t ≥ 0, the probability that t is located in T(u, {v}) equals the probability that t is located in 4) If S ⊂ T, in order to prove this property, we only need to prove T(u, S) ⊂ T(u, T ) and notice the fact that the infimum of a larger set is smaller.

CORD-19-Sentences

Id Subject Object Predicate Lexical cue
TextSentencer_T367 0-335 Sentence denotes 3) Similarly, in order to prove this property, we only need to , {u}) , i.e., for any t ≥ 0, the probability that t is located in T(u, {v}) equals the probability that t is located in 4) If S ⊂ T, in order to prove this property, we only need to prove T(u, S) ⊂ T(u, T ) and notice the fact that the infimum of a larger set is smaller.
TextSentencer_T367 0-335 Sentence denotes 3) Similarly, in order to prove this property, we only need to , {u}) , i.e., for any t ≥ 0, the probability that t is located in T(u, {v}) equals the probability that t is located in 4) If S ⊂ T, in order to prove this property, we only need to prove T(u, S) ⊂ T(u, T ) and notice the fact that the infimum of a larger set is smaller.
T16004 0-335 Sentence denotes 3) Similarly, in order to prove this property, we only need to , {u}) , i.e., for any t ≥ 0, the probability that t is located in T(u, {v}) equals the probability that t is located in 4) If S ⊂ T, in order to prove this property, we only need to prove T(u, S) ⊂ T(u, T ) and notice the fact that the infimum of a larger set is smaller.

Epistemic_Statements

Id Subject Object Predicate Lexical cue
T138 0-335 Epistemic_statement denotes 3) Similarly, in order to prove this property, we only need to , {u}) , i.e., for any t ≥ 0, the probability that t is located in T(u, {v}) equals the probability that t is located in 4) If S ⊂ T, in order to prove this property, we only need to prove T(u, S) ⊂ T(u, T ) and notice the fact that the infimum of a larger set is smaller.