We introduce a new efficient algorithm for computing Groebner-bases named M4GB. Like Faugere's algorithm F4 it is an extension of Buchberger's algorithm that describes: how to store already computed ...

Abstract: Implicit polynomial can efficiently represent the object contour for the curve fitting, and fractional implicit polynomial (FIP) is capable of describing complex objects at lower degree.

Abstract: In the sparse polynomial multiplication problem, one is asked to multiply two sparse polynomials f and g in time that is proportional to the size of the input plus the size of the output.

Nov 26 (Reuters) - Tesla (TSLA.O), opens new tab Chief Executive Elon Musk said on Tuesday that the number of robotaxis in Austin, Texas, will double in December, following the rollout of its ...

AP TET Syllabus 2025: The AP TET (Andhra Pradesh Teacher Eligibility Test) 2025 is conducted twice in a year to certify the candidates to be eligible to teach Classes 1 to 8 in government as well as ...

has maximum degree k. When we substitute x ′ = x 1 ′ x n ′ into the degree k polynomial p (x), computations occur with coefficients in Z 2 k . We compute each monomial (x ′) α with O (k) multivariate ...

Free registration is available throughout the whole event and begins at 3:30pm. It is located at Snell Hall First Floor. There will be free refreshments. Click on the Title and Presenter(s) to read ...

Quick Start Visit the live application Try the default example (p=1093, g=5, h=2) or click "Load Example (17 Cycle)" Click a cell with pebbles to select it Use keyboard shortcuts or buttons to apply ...