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**COV**in our Acronym AtticThis definition appears very rarely and is found in the following Acronym Finder categories:

- Science, medicine, engineering, etc.

See other **meanings of COV**

We have 48 other definitions for **COV** in our Acronym Attic

- Abbreviation Database Surfer
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- Court Security
- Creature of Unusual Size (band; Austin, TX)
- Confederation of Ontario University Staff Associations
- Commercial Operations of the US Customs Service, Advisory Committee
- Charter Oak Unified School District (California)
- C Output (C++ Language)
- Cardiac Output
- Console Output
- Council Of University Teaching Hospitals
- Catastrophic Over/Under Voltage Shutdown (circuitry)

- Centrale Organisatie voor de Vleessector (Dutch: Central Organization for the Meat Industry)
- Cercle Ornithologique Villeneuvois (French ornithological club)
- Certificate of Origin for a Vehicle
- Change of venue
- Chant of Victory (Lineage 2 game)
- Christ Our Vision (ministry)
- Cities on Volcanoes (conference)
- City of Villians (game)
- Close Out Visit (health care)
- Closed Order Variance

Stochastic calculus of variations for jump processes.

Mosco: Implicit variational methods and quasi variational inequalities, in: Nonlinear Operators and the Calculus of Variations, Lecture Notes in Mathematics, Springer-Verlag, Berlin, Germany, 543(1976), 83-126.

Eulalia Nualart (the researcher, hereafter) broadly works in the field of Stochastic Calculus of Variations (Malliavin Calculus), and its applications to stochastic differential equations (SDEs) and stochastic partial differential equations (SPDEs).

Expanded coverage of essential math, including integral equations, calculus of variations, tensor analysis, and special integrals.

According to her Web site, her research focuses on calculus of variations and symmetry methods for differential equations.

Included in the latest: pronunciation keys, a usage guide, explanations of the entries, and topics ranging from calculus of variations to palindromes.

These include enhancements to Maple's handling of numeric partial differential equations, vector calculus, calculus of variations, and ordinary differential equations.

He or she would certainly not understand what is meant by an arithmetic foundation for the calculus, nor appreciate -- as the author certainly does -- the conceptual difference between the differential calculus and the calculus of variations.