natural mapping वाक्य
उदाहरण वाक्य
मोबाइल
- Another possibility is to use a natural mapping, with arrows as stimuli.
- An important step in multimodal interface design is the creation of natural mappings between modalities and the information and tasks.
- The most natural mappings between semialgebraic sets are semialgebraic mappings, i . e ., mappings whose graphs are semialgebraic sets.
- Let " Y " be the disjoint union of the " X i ", so that there is a natural mapping
- The only difference is that natural mapping provides users with properly organized controls for which users will immediately understand which control will perform which action.
- Mapping and natural mapping are very similar in that they are both used in relationship between controls and their movements and the result in the world.
- The metaphor is required " since software has no physical shape, there is no natural mapping of software to a two-dimensional space ".
- Thus the Cauchy integral operator " C " defines a natural mapping from the Hardy space of the boundary into the Bergman space of the interior.
- Bitap distinguishes itself from other well-known string searching algorithms in its natural mapping onto simple bitwise operations, as in the following modification of the above program.
- Many other systems use a scale of 1-5, but one could use a natural mapping of 0 to 1, 1 to 3, and 2 to 5.
- The natural mapping from the integers to the congruence classes modulo " n " that takes an integer to its congruence class modulo " n " respects products.
- The space " Y " above is aimed at subspace " X " if and only if the natural mapping j \ colon Y \ to \ operatorname { Aim } ( X ) is an isometric embedding.
- The natural mapping between the multimodal input, which is provided by several interaction modalities ( visual and auditory channel and sense of touch ), and information and tasks imply to manage the typical problems of human-human communication, such as ambiguity.
- If " Z " is a closed subspace of a Banach space " Y " then there exists a " canonical " surjection Q _ Z : Y \ to Y / Z defined via the natural mapping y \ mapsto y + Z.
- There is a natural mapping between the integers 0, . . ., " n " ! & minus; 1 and permutations of " n " elements in lexicographic order, which uses the factorial representation of the integer, followed by an interpretation as a Lehmer code.
- When " G " is a Hausdorff abelian topological group, the group \ widehat { G } with the compact-open topology is a Hausdorff abelian topological group and the natural mapping from " G " to its double-dual " G ^ ^ " makes sense.
- There is a natural mapping between the integers 0, . . ., " n " ! " 1 ( or equivalently the numbers with " n " digits in factorial representation ) and permutations of " n " elements in lexicographical order, when the integers are expressed in factoradic form.
- Possibly what's confusing you ( it confuses me ) is that there are at least two different kinds of subtyping in programming languages : t d " u can mean t ?" u or it can mean t E " u ?" v for some v . What they have in common is a natural mapping from t to u, but it's an injection in one case and a surjection in the other.
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