Ofer Matan - Academia.edu (original) (raw)
Papers by Ofer Matan
... Keywords: Ensembles, Multiple Models, Boosting, Majority Gates, Voting Committees, Classi cat... more ... Keywords: Ensembles, Multiple Models, Boosting, Majority Gates, Voting Committees, Classi cation, Representation. ... In ensembleE1, the upper left quadrant is classi ed cor-rectly by all ensemble members while all other quad-rants are classi ed correctly by only one ensemble ...
J Phys a Math Gen, 1989
The authors study the scaling properties of the probability density of random walks on comb-like ... more The authors study the scaling properties of the probability density of random walks on comb-like structures. They find that, in contrast to the first-passage time, in which several exponents are needed to characterise their distribution, the probability density can be described by a single exponent.
Physical Review a General Physics, Dec 1, 1989
We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregat... more We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregates. We derive an exact expression for the MFPT on a general aggregate model. The exact MFPT for several deterministic and random disordered structures is calculated. We find that, in general, the exponent τ(1) describing the asymptotic dependence of the MFPT on the linear size of the system for diffusion is τ(1)=1+df, where df is the fractal dimension of the aggregate.
The staff scheduling problem is a critical problem in the call center (or more generally, custome... more The staff scheduling problem is a critical problem in the call center (or more generally, customer contact center) industry. This paper describes Director, a staff scheduling system for contact centers, Director is a constraint-based system that uses AI search techniques to generate schedules that satisfy and optimize a wide range of constraints and service quality metrics. Director has been successfully
Ai Magazine, 2002
The staff scheduling problem is a critical problem in the call center (or more generally, custome... more The staff scheduling problem is a critical problem in the call center (or more generally, customer contact center) industry. This paper describes Director, a staff scheduling system for contact centers. Director is a constraint-based system that uses AI search techniques to generate schedules that satisfy and optimize a wide range of constraints and service quality metrics. Director has been successfully deployed at over 800 contact centers, with significant measurable benefits, some of which are documented in case studies included in this paper.
International Joint Conference on Neural Networks, 1991
The staff scheduling problem is a critical problem in the call center (or more generally, custome... more The staff scheduling problem is a critical problem in the call center (or more generally, customer contact center) industry. This paper describes Director, a staff scheduling system for contact centers, Director is a constraint-based system that uses AI search techniques to generate schedules that satisfy and optimize a wide range of constraints and service quality metrics. Director has been successfully deployed at over 800 contact centers, with significant measurable benefits, some of which are documented in case studies included in this paper.
Handbook of Neural Computation, 1997
COMPCON Spring '91 Digest of Papers, 1991
Ned-net methods, which rely on highly interconnected arrays of simple processing elements, have d... more Ned-net methods, which rely on highly interconnected arrays of simple processing elements, have demonstrated state-of-the-art performance (both speed and accuracy) in optical character recognition (OCR). The networks can be emulated in software, or can be implemented in specialpurpose hardware for added speed. This paper outlines OCR technology developed at AT&T Bell Laboratories, including a recognition network that learns feature extraction kernels, and a custom Wl chip that is designed for neural-net image processing.
Physical Review A, 1989
We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregat... more We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregates. We derive an exact expression for the MFPT on a general aggregate model. The exact MFPT for several deterministic and random disordered structures is calculated. We find that, in general, the exponent tau(1) describing the asymptotic dependence of the MFPT on the linear size of the system for diffusion is tau(1)=1+df, where df is the fractal dimension of the aggregate.
Journal of Statistical Physics, 1989
We calculate the moments (tq), where q is not necessarily an integer, of the first passage time t... more We calculate the moments (tq), where q is not necessarily an integer, of the first passage time to trapping for a simple diffusion problem in one dimension. If a characteristic length of the system is L and (I q) ~ L v(ql as L --* 09, then we show that there is a phase transition at q = qc such that when q < qc, z(q) = O, and for q > qc, z(q) is a linear function of q. These analytical results can be used to explain results for large moments for diffusion on a hierarchic structure. We also show how to calculate noninteger moments in terms of characteristic functions.
... Keywords: Ensembles, Multiple Models, Boosting, Majority Gates, Voting Committees, Classi cat... more ... Keywords: Ensembles, Multiple Models, Boosting, Majority Gates, Voting Committees, Classi cation, Representation. ... In ensembleE1, the upper left quadrant is classi ed cor-rectly by all ensemble members while all other quad-rants are classi ed correctly by only one ensemble ...
J Phys a Math Gen, 1989
The authors study the scaling properties of the probability density of random walks on comb-like ... more The authors study the scaling properties of the probability density of random walks on comb-like structures. They find that, in contrast to the first-passage time, in which several exponents are needed to characterise their distribution, the probability density can be described by a single exponent.
Physical Review a General Physics, Dec 1, 1989
We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregat... more We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregates. We derive an exact expression for the MFPT on a general aggregate model. The exact MFPT for several deterministic and random disordered structures is calculated. We find that, in general, the exponent τ(1) describing the asymptotic dependence of the MFPT on the linear size of the system for diffusion is τ(1)=1+df, where df is the fractal dimension of the aggregate.
The staff scheduling problem is a critical problem in the call center (or more generally, custome... more The staff scheduling problem is a critical problem in the call center (or more generally, customer contact center) industry. This paper describes Director, a staff scheduling system for contact centers, Director is a constraint-based system that uses AI search techniques to generate schedules that satisfy and optimize a wide range of constraints and service quality metrics. Director has been successfully
Ai Magazine, 2002
The staff scheduling problem is a critical problem in the call center (or more generally, custome... more The staff scheduling problem is a critical problem in the call center (or more generally, customer contact center) industry. This paper describes Director, a staff scheduling system for contact centers. Director is a constraint-based system that uses AI search techniques to generate schedules that satisfy and optimize a wide range of constraints and service quality metrics. Director has been successfully deployed at over 800 contact centers, with significant measurable benefits, some of which are documented in case studies included in this paper.
International Joint Conference on Neural Networks, 1991
The staff scheduling problem is a critical problem in the call center (or more generally, custome... more The staff scheduling problem is a critical problem in the call center (or more generally, customer contact center) industry. This paper describes Director, a staff scheduling system for contact centers, Director is a constraint-based system that uses AI search techniques to generate schedules that satisfy and optimize a wide range of constraints and service quality metrics. Director has been successfully deployed at over 800 contact centers, with significant measurable benefits, some of which are documented in case studies included in this paper.
Handbook of Neural Computation, 1997
COMPCON Spring '91 Digest of Papers, 1991
Ned-net methods, which rely on highly interconnected arrays of simple processing elements, have d... more Ned-net methods, which rely on highly interconnected arrays of simple processing elements, have demonstrated state-of-the-art performance (both speed and accuracy) in optical character recognition (OCR). The networks can be emulated in software, or can be implemented in specialpurpose hardware for added speed. This paper outlines OCR technology developed at AT&T Bell Laboratories, including a recognition network that learns feature extraction kernels, and a custom Wl chip that is designed for neural-net image processing.
Physical Review A, 1989
We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregat... more We study the mean first-passage time (MFPT) for random walks on the backbone of loopless aggregates. We derive an exact expression for the MFPT on a general aggregate model. The exact MFPT for several deterministic and random disordered structures is calculated. We find that, in general, the exponent tau(1) describing the asymptotic dependence of the MFPT on the linear size of the system for diffusion is tau(1)=1+df, where df is the fractal dimension of the aggregate.
Journal of Statistical Physics, 1989
We calculate the moments (tq), where q is not necessarily an integer, of the first passage time t... more We calculate the moments (tq), where q is not necessarily an integer, of the first passage time to trapping for a simple diffusion problem in one dimension. If a characteristic length of the system is L and (I q) ~ L v(ql as L --* 09, then we show that there is a phase transition at q = qc such that when q < qc, z(q) = O, and for q > qc, z(q) is a linear function of q. These analytical results can be used to explain results for large moments for diffusion on a hierarchic structure. We also show how to calculate noninteger moments in terms of characteristic functions.