Neuronal network for modeling a physical system, and a method for forming such a neuronal network
First Claim
1. A neuronal network for use in modeling a physical system mathematically defined by a functional equation having summation terms having subfunctions and subfunction coefficients, said network comprising:
- an input layer;
an output layer; and
a group layer, said group layer including at least two groups of neurons, wherein the number of groups of neurons is equal to the number of subfunctions in the functional equation being used to describe the system being modeled, and wherein the subfunction coefficients are arranged in the form of untrainable input links, after an output neuron in a respective group.
0 Assignments
0 Petitions
Accused Products
Abstract
A neuronal network for modeling an output function that describes a physical system using functionally linked neurons (2), each of which is assigned a transfer function, allowing it to transfer an output value determined from said neuron to the next neuron that is functionally connected to it in series in the longitudinal direction (6) of the network (1), as an input value. The functional relations necessary for linking the neurons are provided within only one of at least two groups (21, 22, 23) of neurons arranged in a transverse direction (7) and between one input layer (3) and one output layer (5). The groups (21, 22, 23) include at least two intermediate layers (11, 12, 13) arranged sequentially in a longitudinal direction (5), each with at least one neuron.
16 Citations
17 Claims
-
1. A neuronal network for use in modeling a physical system mathematically defined by a functional equation having summation terms having subfunctions and subfunction coefficients, said network comprising:
-
an input layer;
an output layer; and
a group layer, said group layer including at least two groups of neurons, wherein the number of groups of neurons is equal to the number of subfunctions in the functional equation being used to describe the system being modeled, and wherein the subfunction coefficients are arranged in the form of untrainable input links, after an output neuron in a respective group. - View Dependent Claims (2, 3, 4, 5, 6, 7, 8, 12)
-
- 9. A neuronal network for use in modeling an output function that describes a physical system, said network comprising functionally connected neurons, each of which is assigned a transfer function, allowing transfer of a determined output value as an input value to a next neuron functionally connected in series, in the longitudinal direction of the network, wherein functional relations for linking the neurons are provided within only one of at least two groups of neurons, arranged in a transverse direction between an input layer and an output layer, and wherein each of the at least two the groups of neurons comprise at least two intermediate layers, arranged sequentially in a longitudinal direction, each of said at least two intermediate layers having at least one neuron, wherein the subfunction coefficients are considered in the form of untrainable links between a neuron group and the output layer neurons in the entire neuronal network, and are provided as links between the input layer and each one of a group of untrainable input links.
Specification