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We show that every Lie algebroid A over a manifold P has a natural representation on the line bundle Q A = ∧ top A ⊗ ∧ top T * P. The line bundle Q A may be viewed as the Lie algebroid analog of the… (More)

- Sam Evens, Jiang-hua Lu
- 2008

We study Lagrangian subalgebras of a semisimple Lie algebra with respect to the imaginary part of the Killing form. We show that the variety L of Lagrangian subalgebras carries a natural Poisson… (More)

- Sam Evens, Jiang-hua Lu
- 2004

- Sam Evens, I. Mirkovic
- 1999

which is a linear combination of closures of conormal bundles to submanifolds of X. Intuitively, the microlocal multiplicities cα( ) measure the singularity of at α. In settings related to… (More)

- Jiang-hua Lu, Sam Evens
- 2005

A proof of Thompson’s conjecture for real semi-simple Lie groups has been given by Kapovich, Millson, and Leeb. In this note, we give another proof of the conjecture by using a theorem of Alekseev,… (More)

- Peter Curtis, Sam Evens, Jonathan Resnick, Christopher J Thompson, R D Rimer, J C Hisley
- Obstetrics and gynecology
- 1989

The contraction patterns in 378 breast-stimulated contraction stress tests administered to 213 women are described. The subjects were assigned sequentially to one of four intervention groups:… (More)

- Peter Curtis, Sam Evens, Joshua Resnick
- The Journal of reproductive medicine
- 1987

The incidence of uterine hyperstimulation during oxytocin augmentation in labor and in breast-stimulated and oxytocin contraction stress tests showed a wide variation in a number of reported studies.… (More)

- Sam Evens, Jiang-hua Lu
- 2008

We characterize the harmonic forms on a flag manifold K/T defined by Kostant in 1963 in terms of a Poisson structure. Namely, they are “Poisson harmonic” with respect to the so-called Bruhat Poisson… (More)

- Vladimir Baranovsky, Sam Evens, Victor Ginzburg
- 2008

We study a BGG-type category of infinite dimensional representations of H[W ], a semi-direct product of the quantum torus with parameter q, built on the root lattice of a semisimple group G, and the… (More)

- Sam Evens, P. R. Bressler
- Proceedings of the National Academy of Sciences…
- 1987

We examine rings that embed into the smash product of the group algebra of the Weyl group with the field of meromorphic functions on the Cartan subalgebra and are generated by elements that satisfy… (More)