On two polynomial spaces associated with a box spline.
What does PSPACE stand for?
PSPACE stands for Polynomial Space (complexity theory)
This definition appears somewhat frequently and is found in the following Acronym Finder categories:
- Information technology (IT) and computers
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See other definitions of PSPACE
- Abbreviation Database Surfer
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- Private School Principals Academy
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- Professional Services Procurement Act
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- Payments System Policy Advisory Committee (US Federal Reserve)
- Powerspace (band)
- Penn State Public Broadcasting (Pennsylvania)
- Personality and Social Psychology Bulletin (Thousand Oaks, CA)
- Petroleum Sports Promotion Board (India)
- Phage Shock Protein B
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- Publication Services and Products Board (IEEE)
- Pointed Soft-Point Boat-Tail (bullet)
- Pakistan Security Printing Corporation Pvt Limited
Samples in periodicals archive:
In the framework of polynomial interpolation, Fekete points are points that maximize the Vandermonde determinant (in any polynomial basis) on a given compact set and thus ensure that the corresponding Lebesgue constant grows (at most) algebraically, being bounded by the dimension of the polynomial space.
We shall show, that the polynomial space composed of simple polynomials is not a Haar space.