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2010 – 2019
- 2013
[j7]Stephen D. Casey
, Brian M. Sadler:
Pi, the Primes, Periodicities, and Probability. Am. Math. Mon. 120(7): 594-608 (2013)
2000 – 2009
- 2000
- [j6]Brian M. Sadler, Stephen D. Casey:
Sinusoidal frequency estimation via sparse zero crossings. J. Frankl. Inst. 337(2-3): 131-145 (2000) - [c5]Stephen D. Casey, Brian M. Sadler:
New directions in sampling and multi-rate A-D conversion via number theoretic methods. ICASSP 2000: 336-339
1990 – 1999
- 1999
- [c4]Stephen D. Casey, Brian M. Sadler:
Sampling on unions of non-commensurate lattices via complex interpolation theory. ICASSP 1999: 1641-1644 - 1998
- [j5]Brian M. Sadler, Stephen D. Casey:
On periodic pulse interval analysis with outliers and missing observations. IEEE Trans. Signal Process. 46(11): 2990-3002 (1998) - 1997
- [c3]Stephen D. Casey, Carlos Alberto Berenstein, David Francis Walnut:
Exact multichannel deconvolution on radial domains. ICASSP 1997: 1865-1868 - 1996
- [j4]Stephen D. Casey:
Using dimension theory to analyze and classify the generation of fractal sets. Comput. Graph. 20(5): 731-749 (1996) - [j3]Stephen D. Casey, Brian M. Sadler:
Modifications of the Euclidean algorithm for isolating periodicities from a sparse set of noisy measurements. IEEE Trans. Signal Process. 44(9): 2260-2272 (1996) - [c2]Brian M. Sadler, Stephen D. Casey:
Frequency estimation via sparse zero crossings. ICASSP 1996: 2990-2993 - 1995
- [c1]Stephen D. Casey, Brian M. Sadler:
A modified Euclidean algorithm for isolating periodicities from a sparse set of noisy measurements. ICASSP 1995: 1764-1767 - 1994
- [j2]Stephen D. Casey, Nicholas F. Reingold:
Self-similar fractal sets: theory and procedure. IEEE Computer Graphics and Applications 14(3): 73-82 (1994) - [j1]Stephen D. Casey, David Francis Walnut:
Systems of Convolution Equations, Deconvolution, Shannon Sampling, and the Wavelet and Gabor Transforms. SIAM Rev. 36(4): 537-577 (1994)
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