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1-7
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Results: 7
Lattice points and generalized diophantine conditions
Authors:
Iosevich, A
Citation:
A. Iosevich, Lattice points and generalized diophantine conditions, J NUMBER TH, 90(1), 2001, pp. 19-30
Convex bodies with a point of curvature do not have Fourier bases
Authors:
Iosevich, A Katz, NH Tao, T
Citation:
A. Iosevich et al., Convex bodies with a point of curvature do not have Fourier bases, AM J MATH, 123(1), 2001, pp. 115-120
How large are the spectral gaps?
Authors:
Iosevich, A Pedersen, S
Citation:
A. Iosevich et S. Pedersen, How large are the spectral gaps?, PAC J MATH, 192(2), 2000, pp. 307-314
Fourier bases and a distance problem of Erdos
Authors:
Iosevich, A Katz, N Pedersen, S
Citation:
A. Iosevich et al., Fourier bases and a distance problem of Erdos, MATH RES LE, 6(2), 1999, pp. 251-255
Maximal averages over flat radial hypersurfaces
Authors:
Iosevich, A
Citation:
A. Iosevich, Maximal averages over flat radial hypersurfaces, REV MAT IBE, 15(3), 1999, pp. 475-485
Six parameter patient registration directly from projection data
Authors:
Fitchard, EE Aldridge, JS Reckwerdt, PJ Olivera, GH Mackie, TR Iosevich, A
Citation:
Ee. Fitchard et al., Six parameter patient registration directly from projection data, NUCL INST A, 421(1-2), 1999, pp. 342-351
Random fluctuations of convex domains and lattice points
Authors:
Iosevich, A Kinateder, KKJ
Citation:
A. Iosevich et Kkj. Kinateder, Random fluctuations of convex domains and lattice points, P AM MATH S, 127(10), 1999, pp. 2981-2985
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1-7
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