Matches in DBpedia 2015-10 for { ?s <http://dbpedia.org/property/explain> ?o }
- Abdul_Rahim_Dard explain "A verb seems to be missing, did Dard call Jinnah a traitor?".
- Andrew_J._Lewis explain "Undefined term".
- Android_version_history explain ""Pay as You Go" usually refers to a prepaid cellular plan, right? Well, what would "Pay as You Go" support mean for a tablet user, and why would Android need to include special support for such a thing?".
- Carmel_Henry_Carfora explain "What was his real name? See talk page.".
- Chinese_pangolin explain "which currency?".
- Cross-Strait_relations explain "to whom?".
- Documentary_hypothesis explain "unclear quantification of literary style".
- Elizabeth_Johnson_(theologian) explain "Poor definition of Christology".
- Elizabeth_Johnson_(theologian) explain "What does this mean? How did Johnson compare working with refugees in a war zone to being an academic in Washington or New York? Was she a missionary?".
- Elizabeth_Johnson_(theologian) explain "What was the topic of the article? What was controversial about it?".
- Gabriel_Mofokeng explain "Ambiguous. Be more specific.".
- Gallican_Rite explain "Who is this?".
- Grand_Duke_Dmitry_Konstantinovich_of_Russia explain "Celsius or Fahrenheit?".
- Huazhong_University_of_Science_and_Technology explain "by whom?".
- Independent_Sacramental_Movement explain "Does this mean the Old Catholic Church of the Netherlands or Union of Utrecht".
- Jansenism explain "Which general council?".
- Josaphat_Kuntsevych explain "By which Orthodox Church?".
- Josaphat_Kuntsevych explain "Does this mean Eastern Orthodox clergy in general or just in this region? Catholic missionaries certainly did evangelize.".
- Josaphat_Kuntsevych explain "If his see was a territorial eparchy, how could it also possibly be a non-territorial titular see?".
- Josaphat_Kuntsevych explain "Were Ruthenians in the Grand Duchy of Lithuania differentiated like this? Is this a modern cultural overlay?".
- Josaphat_Kuntsevych explain "What did Smotrytsky argue against before his conversion from Eastern Orthodox confession to Eastern Catholic confession?".
- Josaphat_Kuntsevych explain "Who was this? Catholic Encyclopedia used the name Emmanuel Cantacuzenus.".
- Kalimotxo explain "Needs explanation".
- Karl_Amadeus_Hartmann explain "Leitner not "major"?".
- Leadership_Conference_of_Women_Religious explain "Is she a member of LCWR? Is she speaking for LCWR?".
- List_of_mathematical_symbols explain "#X means the cardinality of the set X.".
- List_of_mathematical_symbols explain "ℵα represents an infinite cardinality .".
- List_of_mathematical_symbols explain "ℶα represents an infinite cardinality .".
- List_of_mathematical_symbols explain "∃ x: P means there is at least one x such that P is true.".
- List_of_mathematical_symbols explain "∃! x: P means there is exactly one x such that P is true.".
- List_of_mathematical_symbols explain "∀ x: P means P is true for all x.".
- List_of_mathematical_symbols explain "−3 means the additive inverse of the number 3.".
- List_of_mathematical_symbols explain "* or ≥ means {0, 1, 2, 3, ...} .".
- List_of_mathematical_symbols explain ". ]".
- List_of_mathematical_symbols explain ".".
- List_of_mathematical_symbols explain "10".
- List_of_mathematical_symbols explain "3".
- List_of_mathematical_symbols explain "4".
- List_of_mathematical_symbols explain "6".
- List_of_mathematical_symbols explain "7".
- List_of_mathematical_symbols explain "9".
- List_of_mathematical_symbols explain ": means "such that", and is used in proofs and the set-builder notation .".
- List_of_mathematical_symbols explain "A · means a placeholder for an argument of a function. Indicates the functional nature of an expression without assigning a specific symbol for an argument.".
- List_of_mathematical_symbols explain "A B means the sentence A entails the sentence B, that is in every model in which A is true, B is also true.".
- List_of_mathematical_symbols explain "A B means the set that contains all those elements of A that are not in B.".
- List_of_mathematical_symbols explain "A − B means the set that contains all the elements of A that are not in B.".
- List_of_mathematical_symbols explain "A : B means the division of A with B".
- List_of_mathematical_symbols explain "A general construction which subsumes the disjoint union of sets and of topological spaces, the free product of groups, and the direct sum of modules and vector spaces. The coproduct of a family of objects is essentially the "least specific" object to which each object in the family admits a morphism.".
- List_of_mathematical_symbols explain "A slash placed through another operator is the same as "!" placed in front.".
- List_of_mathematical_symbols explain "A slash placed through another operator is the same as "¬" placed in front.".
- List_of_mathematical_symbols explain "A ~ B means that B can be generated by using a series of elementary row operations on A".
- List_of_mathematical_symbols explain "A ⇒ B means if A is true then B is also true; if A is false then nothing is said about B.".
- List_of_mathematical_symbols explain "A ⇔ B means A is true if B is true and A is false if B is false.".
- List_of_mathematical_symbols explain "A ∆ B means the set of elements in exactly one of A or B.".
- List_of_mathematical_symbols explain "A ∝ B means the problem A can be polynomially reduced to the problem B.".
- List_of_mathematical_symbols explain "A ∩ B means the set that contains all those elements that A and B have in common.".
- List_of_mathematical_symbols explain "A ∪ B means the set of those elements which are either in A, or in B, or in both.".
- List_of_mathematical_symbols explain "A ≀ H means the wreath product of the group A by the group H.".
- List_of_mathematical_symbols explain "A ≤ B means the problem A can be reduced to the problem B. Subscripts can be added to the ≤ to indicate what kind of reduction.".
- List_of_mathematical_symbols explain "A ⊂ B means A ⊆ B but A ≠ B.".
- List_of_mathematical_symbols explain "A ⊃ B means A ⊇ B but A ≠ B.".
- List_of_mathematical_symbols explain "A ⊆ B means every element of A is also an element of B.".
- List_of_mathematical_symbols explain "A ⊇ B means every element of B is also an element of A.".
- List_of_mathematical_symbols explain "A ⊥ B means A is an event whose probability is independent of event B.".
- List_of_mathematical_symbols explain "A#B is the connected sum of the manifolds A and B. If A and B are knots, then this denotes the knot sum, which has a slightly stronger condition.".
- List_of_mathematical_symbols explain "A/~ means the set of all ~ equivalence classes in A.".
- List_of_mathematical_symbols explain "A1 + A2 means the disjoint union of sets A1 and A2.".
- List_of_mathematical_symbols explain "AT means A, but with its rows swapped for columns.".
- List_of_mathematical_symbols explain "An ordered list of values.".
- List_of_mathematical_symbols explain "A† means the transpose of the complex conjugate of A.".
- List_of_mathematical_symbols explain "Denotes that certain constants and terms are missing out and that only the important terms are being listed.".
- List_of_mathematical_symbols explain "Denotes that contradictory statements have been inferred. For clarity, the exact point of contradiction can be appended.".
- List_of_mathematical_symbols explain "Derived from the tensor product of two symmetric type tensors; it has the algebraic symmetries of the Riemann tensor. has components .".
- List_of_mathematical_symbols explain "For functions A and B, A ∧ B is used to mean min.".
- List_of_mathematical_symbols explain "For functions A and B, A ∨ B is used to mean max.".
- List_of_mathematical_symbols explain "For two matrices of the same dimensions the Hadamard product is a matrix of the same dimensions with elements given by .".
- List_of_mathematical_symbols explain "G H means that group G is isomorphic to group H.".
- List_of_mathematical_symbols explain "G / H means the quotient of group G modulo its subgroup H.".
- List_of_mathematical_symbols explain "G ≈ H means that group G is isomorphic to group H.".
- List_of_mathematical_symbols explain "Given a set S, the power set of S is the set of all subsets of the set S. The power set of S0 is denoted by P.".
- List_of_mathematical_symbols explain "H ≤ G means H is a subgroup of G.".
- List_of_mathematical_symbols explain "I R means that I is an ideal of ring R.".
- List_of_mathematical_symbols explain "In MATLAB this operation is expressed by A.*B.".
- List_of_mathematical_symbols explain "Infinity".
- List_of_mathematical_symbols explain "It is important to note that x ≦ y remains true if every element is equal. However, if the operator is changed, x ≤ y is true if and only if x ≠ y is also true.".
- List_of_mathematical_symbols explain "It is the generalisation of the Laplace operator in the sense that it is the differential operator which is invariant under the isometry group of the underlying space and it reduces to the Laplace operator if restricted to time independent functions.".
- List_of_mathematical_symbols explain "K : F means the field K extends the field F.".
- List_of_mathematical_symbols explain "L1 ≺ L2 means that the problem L1 is Karp reducible to L2.".
- List_of_mathematical_symbols explain "N G means that N is a normal subgroup of group G.".
- List_of_mathematical_symbols explain "N ⋊φ H is the semidirect product of N and H , with respect to φ. Also, if G = N φ H, then G is said to split over N.".
- List_of_mathematical_symbols explain "Note that any letter may be used instead of n, such as p. To avoid confusion with p-adic numbers, use /p or / instead.".
- List_of_mathematical_symbols explain "Note that any letter may be used instead of p, such as n or l.".
- List_of_mathematical_symbols explain "Note that the notation ⟨u, v⟩ may be ambiguous: it could mean the inner product or the linear span.".
- List_of_mathematical_symbols explain "P ⇔ Q means P is defined to be logically equivalent to Q.".
- List_of_mathematical_symbols explain "P ≺ Q means that the element P is nondominated by element Q.".
- List_of_mathematical_symbols explain "P".
- List_of_mathematical_symbols explain "Perform the operations inside the parentheses first.".
- List_of_mathematical_symbols explain "R S means the antijoin of the relations R and S, the tuples in R for which there is not a tuple in S that is equal on their common attribute names.".
- List_of_mathematical_symbols explain "R ⋈ S is the natural join of the relations R and S, the set of all combinations of tuples in R and S that are equal on their common attribute names.".
- List_of_mathematical_symbols explain "R ⋉ S is the semijoin of the relations R and S, the set of all tuples in R for which there is a tuple in S that is equal on their common attribute names.".