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For a Calabi-Yau manifold X the following proposition shows that if X admits a ‘special’ K¨ahler form in the sense that the top power of any harmonic (1, 1)-form is harmonic, then X
The symplectic convexity theorem states that the image under the moment map of a compact connected symplectic manifold with Hamiltonian torus action is a convex polytope..
Upon combining these two entries, he also noted that it was not officially a theorem (that the product of the Fibonacci and Pell numbers was always equal to the number of domino
It is shown that when a commutative algebra is an algebra of C ∞ -functions on the C ∞ -manifold, the cohomology algebra of Poisson structure is iso- morphic to an algebra of
We proved the existence of a limit cycle in the model of inflation, that is, under the assumptions given in Theorem 4.1 we found the critical value of the parameter µ , the limit
A new proof based on local integral manifold theory and the implicit function theorem is given for the classical result that a simple periodic orbit of the equation above
We study the integrability conditions for the almost complex structures, obtaining that the base manifold must have constant holomorphic sectional curvature, and the conditions
Except for 1993 at l’Assomption interrow tillage plus cover crop treatments had consistently lower weed biomass when compared to the weedy control.. Most of the weed control was due