segmentation circuit
Segmentation Circuits Using Constrained Optimization
A novel segmentation algorithm has been developed utilizing an absolute(cid:173) value smoothness penalty instead of the more common quadratic regu(cid:173) larizer. This functional imposes a piece-wise constant constraint on the segmented data. Since the minimized energy is guaranteed to be convex, there are no problems with local minima and no complex continuation methods are necessary to find the unique global minimum. By interpret(cid:173) ing the minimized energy as the generalized power of a nonlinear resistive network, a continuous-time analog segmentation circuit was constructed.
Segmentation Circuits Using Constrained Optimization
Analog hardware has obvious advantages in terms of its size, speed, cost, and power consumption. Analog chip designers, however, should not feel constrained to mapping existingdigital algorithms to silicon. Many times, new algorithms must be adapted or invented to ensure efficient implementation in analog hardware. Novel analog algorithms embedded in the hardware must be simple and obey the natural constraints of physics. Much algorithm intuition can be gained from experimenting with these continuous-time nonlinear systems. For example, the algorithm described in this paper arose from experimentation with existing analog segmentation hardware. Surprisingly,many of these "analog" algorithms may prove useful even if a computer vision researcher is limited to simulating the analog hardware on a digital computer [7] .
- North America > United States > Massachusetts > Middlesex County > Cambridge (0.06)
- North America > United States > California > Los Angeles County > Pasadena (0.05)
- North America > United States > Massachusetts > Plymouth County > Norwell (0.04)
Segmentation Circuits Using Constrained Optimization
Analog hardware has obvious advantages in terms of its size, speed, cost, and power consumption. Analog chip designers, however, should not feel constrained to mapping existing digital algorithms to silicon. Many times, new algorithms must be adapted or invented to ensure efficient implementation in analog hardware. Novel analog algorithms embedded in the hardware must be simple and obey the natural constraints of physics. Much algorithm intuition can be gained from experimenting with these continuous-time nonlinear systems. For example, the algorithm described in this paper arose from experimentation with existing analog segmentation hardware. Surprisingly, many of these "analog" algorithms may prove useful even if a computer vision researcher is limited to simulating the analog hardware on a digital computer [7].
- North America > United States > Massachusetts > Middlesex County > Cambridge (0.06)
- North America > United States > California > Los Angeles County > Pasadena (0.05)
- North America > United States > Massachusetts > Plymouth County > Norwell (0.04)
Segmentation Circuits Using Constrained Optimization
Analog hardware has obvious advantages in terms of its size, speed, cost, and power consumption. Analog chip designers, however, should not feel constrained to mapping existing digital algorithms to silicon. Many times, new algorithms must be adapted or invented to ensure efficient implementation in analog hardware. Novel analog algorithms embedded in the hardware must be simple and obey the natural constraints of physics. Much algorithm intuition can be gained from experimenting with these continuous-time nonlinear systems. For example, the algorithm described in this paper arose from experimentation with existing analog segmentation hardware. Surprisingly, many of these "analog" algorithms may prove useful even if a computer vision researcher is limited to simulating the analog hardware on a digital computer [7].
- North America > United States > Massachusetts > Middlesex County > Cambridge (0.06)
- North America > United States > California > Los Angeles County > Pasadena (0.05)
- North America > United States > Massachusetts > Plymouth County > Norwell (0.04)