Let M be a manifold carrying the action of a Lie group G, and A a Lie algebroid on M equipped with a compatible infinitesimal G-action. Out of these data we construct an equivariant Lie algebroid cohomology and prove for compact G a related localization formula. As an application we prove a Bott-type formula.
Their geometrical parameters are the same, which are listed in Table 1. The first antenna is equivalent to the proposed antenna at State 1 in which diodes 1, 3 are off and 2, 4 are on, and the second antenna represents the proposed antenna at State 2 when diodes 1, 3 are on and 2, 4 are off. In the forward biased state, the diode behaves as a short circuit… (More)