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37 sonuçtan 1-3 arası sonuçlar
Sayfa 244
vectors in TRP3\x that are tangent to C and orthogonal to the tangent vector of K).
Since c is generic, vK is a 1-dimensional subbundle of the 2-dimensional bundle
NK . Let £K denote the orthogonal complement of vK in NK. We easily see that ...
vectors in TRP3\x that are tangent to C and orthogonal to the tangent vector of K).
Since c is generic, vK is a 1-dimensional subbundle of the 2-dimensional bundle
NK . Let £K denote the orthogonal complement of vK in NK. We easily see that ...
Sayfa 391
It is specific for the series that two possibilities arise (depending on whether N is
odd or even) in the last but one step of a maximal chain of twists: 0 o- -o or o- 0 o
0 The first diagram corresponds to an even-odd orthogonal algebra, and the ...
It is specific for the series that two possibilities arise (depending on whether N is
odd or even) in the last but one step of a maximal chain of twists: 0 o- -o or o- 0 o
0 The first diagram corresponds to an even-odd orthogonal algebra, and the ...
Sayfa 489
Since p is (•, )-orthogonal to hj = {(x, . . . , x)}x6f, it follows that Yl7=i Ci = ^-
Consequently, we can put (C!,C2, . . . ,cn) a = , : — . U Remark. We have used the
obvious fact that two modules pi = {(aiX,Q2x, ...,a„x)}xef and p2 = {(ftx.&x, . . . ,/?„x
)}x€{ ...
Since p is (•, )-orthogonal to hj = {(x, . . . , x)}x6f, it follows that Yl7=i Ci = ^-
Consequently, we can put (C!,C2, . . . ,cn) a = , : — . U Remark. We have used the
obvious fact that two modules pi = {(aiX,Q2x, ...,a„x)}xef and p2 = {(ftx.&x, . . . ,/?„x
)}x€{ ...
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Kumaee A B CneuHanbHbie cpyHKUnn H30MOHOApoMHoro THna | 121 |
H Suae g KpHTepwH noJiyorpaHHHeHHocTH b oahom | 158 |
riaoKumHoe A B O 3aMKHyrbix op6HTax rpaAHeHTHbix iiotokob oto | 186 |
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absolutely continuous algebraic torus analytic functions arbitrary assume Aut(G Banach Bergman spaces BMO-regular boundary Cayley ring cellular ring chain complex chain homotopy chain of twists coefficients computation Consequently consider construction converges convex coordinates Corollary corresponding curvature cyclic group defined definition deformation denote differential domain element English transl equation equivalence estimate exists extension finite formal groups formula gradient homology implies inequality integral intersection number invariant inverse isomorphism lattice Lemma linear Math Mathematics Subject Classification matrix measure metric mod tt Moreover Morse function Navier-Stokes equations nontrivial normal notation obtain orientation orthogonal paper parameters polynomial problem proof of Theorem properties Proposition prove relation respectively S-ring satisfies condition scalar scheme selfadjoint sequence shade number signed measure singular smooth solutions space spectrum subalgebra Subsection subspace Suppose theory Toeplitz operators torus transformation variables vector field whence zero