activity
20012026
most citedThe Serret-Andoyer Formalism in Rigid-Body Dynamics: I. Symmetries and Perturbations

37 citations · 72 across the 9 of their papers we have counts for

collaborators

9 papers

cs.IT2026

Geometric Analysis of Doppler-Based Navigation with Low Earth Orbit Satellites

Carlos Caravaca Gallego, Pini Gurfil, Hector Rotstein

The increasing vulnerability of Global Navigation Satellite Systems has motivated renewed interest in Doppler-based navigation using low Earth orbit satellites, which can determine…

gr-qc2021★ 6 cited

Analysis of the PPN Two-Body Problem Using Non-Osculating Orbital Elements

Pini Gurfil, Michael Efroimsky

The parameterised post-Newtonian (PPN) formalism is a weak-field slow-motion approximation for both GR and some of its generalisations. It permits various parameterisations of the…

astro-ph.EP2014★ 1 cited

Close encounters of Near Earth Objects with large asteroids

Anatoliy Ivantsov, Siegfried Eggl, Daniel Hestroffer +2

Close encounters of Near Earth Objects (NEOs) with large asteroids are a possible source of systematic errors in trajectory propagations and asteroid mitigation. It is, thus, neces…

cs.IT2010★ 1 cited

Convex Feasibility Methods for Compressed Sensing

Avishy Carmi, Pini Gurfil

We present a computationally-efficient method for recovering sparse signals from a series of noisy observations, known as the problem of compressed sensing (CS). CS theory requires…

math.OC2008

On The Behavior of Subgradient Projections Methods for Convex Feasibility Problems in Euclidean Spaces

Dan Butnariu, Yair Censor, Pini Gurfil +1

We study some methods of subgradient projections for solving a convex feasibility problem with general (not necessarily hyperplanes or half-spaces) convex sets in the inconsistent…

astro-ph2006★ 14 cited

Long-term evolution of orbits about a precessing oblate planet. 3. A semianalytical and a purely numerical approach

Pini Gurfil, Valery Lainey, Michael Efroimsky

Construction of a theory of orbits about a precessing oblate planet, in terms of osculating elements defined in a frame of the equator of date, was started in Efroimsky and Goldrei…