Claims Analysis
Total Claims: 5
Claim 1
Independent Claim
189 words
An adaptive time-discrete filter having an impulse response h(i) with i=0, 1, 2, . . . for forming a cancelling signal from synchronous data symbols,, this filter comprising a transversal filter section having adjustable coefficients C i with i=0,1,2, . . . , N-1 for realising the initial N values h(i) of the aforesaid impulse response, means for adaptively adjusting the filter coefficients C i , a recursive filter section having coefficients for realising the values h(i) of the impulse response for i=N, N+1, . . . , as well as means for summing the output signals of both filter sections for obtaining the cancelling signal, characterized in that the time-discrete input signal x(n) of the recursive filter section is formed by the adaptive filter input signal delayed over N-1 discrete time intervals and the recursive filter section is suitable for forming a time-discrete output signal y(n) having a relationship with the input signal x(n) as expressed in the following equation y(n)=C.sub.B [C.sub.A ×(n-1)+y(n-1)] where C A is equal to the last adjustable coefficient C N-1 of the transversal filter section and C B is a predetermined fixed coefficient.
Claim 2
Dependent Claim
189 words
An adaptive time-discrete filter having an impulse response h(i) with i=0, 1, 2, . . . for forming a cancelling signal from synchronous data symbols,, this filter comprising a transversal filter section having adjustable coefficients C i with i=0,1,2, . . . , N-1 for realising the initial N values h(i) of the aforesaid impulse response, means for adaptively adjusting the filter coefficients C i , a recursive filter section having coefficients for realising the values h(i) of the impulse response for i=N, N+1, . . . , as well as means for summing the output signals of both filter sections for obtaining the cancelling signal, characterized in that the time-discrete input signal x(n) of the recursive filter section is formed by the adaptive filter input signal delayed over N-1 discrete time intervals and the recursive filter section is suitable for forming a time-discrete output signal y(n) having a relationship with the input signal x(n) as expressed in the following equation y(n)=C.sub.B [C.sub.A ×(n-1)+y(n-1)] where C A is equal to the last adjustable coefficient C N-1 of the transversal filter section and C B is a predetermined fixed coefficient.
Claim 3
Dependent Claim
123 words
An adaptive time-discrete filter as claimed in claim 1 for a transceiver means for full-duplex transmission of data signals having a given symbol frequency over a two-wire circuit, this transceiver means comprising a hybrid coupler having a transformer to couple the transceiver means to the two-wire circuit, the transmitted signal in this hybrid coupler being applied to a network having a time constant that equals L/R, for low frequencies, where R represents a given resistance and L the inductance of the primary winding of the transformer, and the secondary winding of the transformer being connected to the two-wire circuit, characterized in that the value of the fixed coefficient C B is mainly equal to exp (-RT/L), where T is the discrete time interval.
Claim 4
Dependent Claim
29 words
An adaptive time-discrete filter as claimed in claim 2, characterized in that the fixed coefficient C B is equal to 1-2 -m , where m is a positive integer.
Claim 5
Dependent Claim
88 words
An adaptive time-discrete filter as claimed in claim 1, for a transmission system wherein the transmitter and the receiver are connected via a channel to a response at least determined by a time constant for low frequencies, characterized in that the receiver comprises a decision feedback equalizer (DFE) wherein the adaptive filter is comprised as a feedback filter and in that the value of the fixed coefficient C B is mainly equal to exp (-RT/τ), where R is a given resistance and T is the discrete time interval.