St. Petersburg Mathematical Journal, 18. cilt,1-510. sayfalarAmerican Mathematical Society, 2007 |
Kitabın içinden
81 sonuçtan 1-3 arası sonuçlar
Sayfa 119
... formula of strength t on S - 1 is a pair ( X , W ) , where X is a finite subset of S - 1 and W : S2-1 Ro is a positive - valued function such that ( CF ) Σ W ( x ) f ( x ) = √__ , f ( x ) do ( x ) ΤΕΧ - > ← for every polynomial ...
... formula of strength t on S - 1 is a pair ( X , W ) , where X is a finite subset of S - 1 and W : S2-1 Ro is a positive - valued function such that ( CF ) Σ W ( x ) f ( x ) = √__ , f ( x ) do ( x ) ΤΕΧ - > ← for every polynomial ...
Sayfa 121
... formula of the same strength 19 and of size 720 appears in [ Sali75 ] : its support is the union of the 120 vertices ... FORMULAS For CONSTRUCTION OF SPHERICAL CUBATURE FORMULAS USING LATTICES 121.
... formula of the same strength 19 and of size 720 appears in [ Sali75 ] : its support is the union of the 120 vertices ... FORMULAS For CONSTRUCTION OF SPHERICAL CUBATURE FORMULAS USING LATTICES 121.
Sayfa 124
... formula on Sn - 1 of strength t . Then there exists a subset X ' CX and a weight function W ' : X ' → R > 0 such that | X ′ | ≤ B ( n , t ) and ( X ' , W ' ) is a cubature formula of degree t . See [ HarPac05 , Proposition 2.6 ] . The ...
... formula on Sn - 1 of strength t . Then there exists a subset X ' CX and a weight function W ' : X ' → R > 0 such that | X ′ | ≤ B ( n , t ) and ( X ' , W ' ) is a cubature formula of degree t . See [ HarPac05 , Proposition 2.6 ] . The ...
İçindekiler
Auckly L Kapitanski and J M Speight Geometry and analysis | 1 |
R W Barnard C Richardson and A Yu Solynin A minimal area problem | 21 |
Generalov Hochschild cohomology of algebras of quaternion type | 37 |
Telif Hakkı | |
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algebra apply assume boundary bounded bundle called closed coefficients cohomology colored commutative complete component condition consider constant construction contains coordinate corresponding curve defined definition denote depend described determined diagram differential domain elements eliminate embedding equal equations equivalent estimate exists extremal fact finite fixed formula framed function given graph homogeneous implies inequality integral invariant isomorphism Lemma linear mapping Math Mathematical matrix method morphism multigerm multiplication norm normal obtain operator orientation pair parameter polynomial positive present problem projection proof properties Proposition prove relations Remark representation respect satisfies side smooth solution space statement structure Subsection Suppose symmetric Theorem theory unique vector weight zero