Automatic equalizer having a coefficient matrix circuit

Claim 2

An automatic equalizer comprising a delay element train having a plurality of taps, one end of said train being connected to an input terminal, a coefficient matrix circuit having a symmetrical placement of elements which operate on each of the signals obtained from each tap of said delay element train through a plurality of adders and subtractors, multipliers providing a product of each tap output of a group of variable coefficient and an error signal between the output signal and the reference signal, a group of variable coefficient units controlled by said coefficient matrix circuit for providing an equalized output signal, a plurality of adders and subtractors provided at the input of said coefficient matrix circuit for adding pairs of signals to each other and subtracting pairs of signals from each other, said pairs of signals being obtained from outputs of taps of said delay element train.

Claim 3

An automatic equalizer according to claim 1, wherein the number of taps of the delay element train is four.

Claim 4

An automatic equalizer according to claim 2, wherein the coefficient matrix is ##EQU14## where P ij (i=1,2, j=1,2,3,4) are scalar and can be arbitrarily chosen, and P s is 4 × 4 matrix.

Claim 5

An automatic equalizer comprising a delay element train having a plurality of taps, one end of said train being connected to an input terminal, a coefficient matrix circuit having a symmetrical placement of elements which operate on each of the signals obtained from each tap of said delay element train through a plurality of multipliers and adders and subtractors, said multipliers providing a product of each tap output of said train and an error signal between the output signal and the reference signal, a group of variable coefficient units controlled by said coefficient matrix circuit through a plurality of adders and subtractors, for providing an equalized output signal, a plurality of adders and subtractors provided at the input of said coefficient matrix circuit for adding pairs of signals to each other and subtracting pairs of signals from each other, said pairs of signals being obtained from outputs of taps situated symmetrically at said delay element train through said multipliers, a plurality of adders and subtractors provided at the output of said coefficient matrix circuit, said adders and subtractors comprising a transposed matrix of the matrix comprising the adders and subtractors at the input of said coefficient matrix circuit.

Claim 6

An automatic equalizer comprising a delay element train having a plurality of taps, one end of said train being connected to an input terminal, a coefficient matrix circuit having a symmetrical placement of elements which operate on each of the signals obtained from each tap of said delay element train through a plurality of multipliers and adders and subtractors, said multipliers providing a product of each tap output of said train and an error signal between the output signal and the reference signal, a group of variable coefficient units controlled by said coefficient matrix circuit through a plurality of adders and subtractors, for providing an equalized output signal, a plurality of adders and subtractors provided at the input of said coefficient matrix circuit for adding pairs of signals to each other and subtracting pairs of signals from each other, said pairs of signals being obtained from outputs of taps situated symmetrically at said delay element train through said multipliers, a plurality of adders and subtractors provided at the output of said coefficient matrix circuit, said adders and subtractors comprising a transposed matrix of the matrix comprising the adders and subtractors at the input of said coefficient matrix circuit.

Claim 7

An automatic equalizer according to claim 4, wherein the number of taps of the delay element train is four.

Claim 8

An automatic equalizer according to claim 5, wherein the coefficient matrix is ##EQU15## where ##EQU16## r' and s' being the transposed matrixes of r and s respectively, where P ij (i=1,2, j=1,2,3,4) are scalar, r and s are (2 = 2) matrixes.