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ORCIDYevgeny B. Karasik
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2000 – 2009
- 2000
[c11]Y. B. Karasik:
Inventiveness as Belief Revision and a Heuristic Rule of Inventive Design. IEA/AIE 2000: 328-333
1990 – 1999
- 1999
- [j2]Y. B. Karasik:
How to reduce 3-D gray-scale mathematical morphology to 2-D. IEEE Trans. Signal Process. 47(12): 3410-3412 (1999) - 1998
- [j1]Y. B. Karasik:
A recursive formula for convolutions/correlations and its application in pattern recognition. Pattern Recognit. Lett. 19(1): 53-56 (1998) - 1997
- [c10]Y. B. Karasik:
How to Implement N-Dimensional Image Processing Optically. ICIP (1) 1997: 715-718 - 1996
- [c9]Y. B. Karasik:
On a planar representation of 3D figures commutative with respect to set and morphological operations. ICPR 1996: 615-619 - [c8]Y. B. Karasik:
On Advances in Optical Computational Models and Problems which They Help to Solve. ISTCS 1996: 52-60 - 1995
- [c7]Y. B. Karasik:
On Communicative Properties of Halftoning and Their Applications. ICIAP 1995: 494-499 - [c6]Yevgeny B. Karasik:
Towards 3-dimensional optical image processing. ICIP (3) 1995: 440-443 - 1994
- [c5]Y. B. Karasik:
Optical Computer Vision. CCCG 1994: 207-211 - [c4]Y. B. Karasik:
Constructing Optically in Constant Time the K-Level of an Arrangement of Lines in the Plane and Other Related Problems. CCCG 1994: 212-218 - [c3]Y. B. Karasik:
On Implementation of Adaptive Local Coordinate Transformations in Optical Image Processing. ICIP (3) 1994: 319-323 - 1993
- [b1]Yevgeny B. Karasik:
Optical computational geometry. Tel Aviv University, Israel, 1993 - [c2]Y. B. Karasik, Micha Sharir:
The Power of Geometric Duality and Minkowski Sums in Optical Computational Geometry. SCG 1993: 379-388 - 1992
- [c1]Y. B. Karasik, Micha Sharir:
Optical Computational Geometry. SCG 1992: 232-241
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