The MAVErIC I and II clinical studies, which comprise a total of 498 patients, are designed to evaluate the short- and long-term safety and efficacy of Medtronic's Exponent
Carotid Stent System and the GuardWire(R) Balloon Occlusion device in reducing the incidence of stroke and death in patients with carotid artery disease.
Specifically engineered for use in the carotids and available in various lengths and diameters, the cylindrical, self-expanding Exponent
Carotid Stent is laser cut from a nitinol metal tube.
NYSE:MDT), today announced that it has started enrollment for its pivotal clinical trial to evaluate the safety and performance of its Exponent
self-expanding carotid stent system.
We are delighted to welcome AML, Exponent
and Teledyne to the program and are confident their participation will provide measurable benefits immediately to the customers we serve, as well as yield expanded capabilities as technology partnering takes root.
He brings leadership, significant industry experience, a working knowledge of our firm and a national reputation that will position Exponent
for growth in 2009 and beyond," noted Michael R.
Speaking about the proposed acquisition by Exponent
and Electra Partners, Photobox Group's Chief Executive Officer, Stan Laurent, commented:
The hiring of Exponent
was first reported by Japan's Jiji News on Monday and confirmed by a Honda spokesman in Tokyo.
With the bank said to have set a bid deadline for Monday, Exponent
has hired JP Morgan to test the buyer market.
ABOUT EXPONENT Exponent
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Among the topics are the lower Perron exponent
and its properties, Millionschikov's method of rotation and the attainability of central and exponential exponents and their instability, Lyapunov transformations, linear systems under exponentially decreasing perturbations, and asymptotic stability by linear approximation.
Simon Davidson of Exponent
said: "We're backing the management team's plans to grow the business in the UK and internationally via investment in advertising and new product development.
Giambruno and Zaicey show how to combine methods of ring theory, combinatorics and representation theory of groups with an analytical approach to study the polynomial identities satisfied by a given algebra, In the process they describe such topics as polynomial identities and PI-algebras, Sn-representations, group gradings and group actions, codimentation and colength growth, matrix invariants and central polynomials, the PI-exponent
of an algebra, polynomial growth the low PI-exponent
, classifying minimal variables, computing the exponent
of a polynomial, G-identities and related action, superalgebras, 8-algebras and codimension growth, Lie algebras and non-associative algebras, and in an appendix, the generalized six-square theorem.