Method for enhancing the quality of coded speech

Claim 2

An electronic filter for pitch-asynchronously filtering speech comprising: means for determining weighting coefficients which coefficients are adapted to the speech; and means for generating sums of weighted speech samples, the samples being weighted by the determined weighting coefficients and the samples being separated by multiples of the determined period of the speech.

Claim 3

A filter as claimed in claim 1 wherein a single value of the period of the speech is determined and a single determination of the weighting coefficients is made for each of successive multiple-sample filter segments of speech.

Claim 4

A filter as claimed in claim 2 wherein the filter segments of speech are of a fixed duration.

Claim 5

A filter as claimed in claim 3, in combination with a block coding decoder said filter filtering a decoded speech signal, wherein said filter segments are of a size which is an integer fraction of the coder block size and each coder block boundary is aligned with the center region of a filter segment.

Claim 6

A filter as claimed in claim 4 wherein the coefficients are determined by a statistical approach to minimize the mean-squared-error in predicting the speech sample.

Claim 7

A filter as claimed in claim 2 wherein the period and coefficients determinations are based on an analysis window of samples which has a greater number of samples than the filter segment.

Claim 8

A filter as claimed in claim 1 wherein, the coefficients are determined by a statistical approach to minimize the mean-squared-error in predicting the speech sample.

Claim 9

A filter as claimed in claim 1 wherein the means for determining the coefficients minimizes the mean-squared-error E where: E=SUM.sub.W {X(n)-SUM.sub.i [a.sub.i X(n+iN.sub.p)]}.sup.2 where X(n) is the speech sample of interest, the sum SUM W is taken over a range of n contained in W, N p is the period, a i is the coefficient for the sample i periods from n, and i's are chosen from the set: . . . , -2, -1, +1, +2, . . .

Claim 10

A filter as claimed in claim 1 wherein the means for determining the coefficients minimizes the mean-squared-error E where: E.sub.i =SUM.sub.W [X(n)-a.sub.i X(n+iN.sub.p)].sup.2 where X(n) is the speech sample of interest, the sum SUM W is taken over a range of n contained in W, N p is the period, a i is the coefficient for the sample i periods from n, and i's are chosen from the set: . . . , -2, -1, +1, +2, . . .

Claim 11

A filter as claimed in claim 1 wherein the coefficients are determined from a limited number of sets of coefficients

Claim 12

A filter as claimed in claim 10 wherein sets of coefficients are selected based on the amplitude of the speech waveform.

Claim 13

A filter as claimed in claim 10 wherein only two sets of coefficients are available.

Claim 14

An electronic filter for filtering speech comprising: means for determining the period of the speech, a single value of the period being determined for each of successive multiple sample filter segments of speech of fixed duration; and means for generating sums of weighted speech samples separated by the determined period of the speech.

Claim 15

An electronic filter for filtering speech comprising: means for determining the period of the speech, a single value of the period being determined for each of successive multiple sample filter segments of speech of fixed duration; and means for generating sums of weighted speech samples separated by the determined period of the speech.

Claim 16

A filter as claimed in claim 13, in combination with a block coding decoder, said filter filtering a decoded speech signal, wherein said filter segments are of a size which is an integer faction of the coder block size and each coder block boundary is aligned with the center region of a filter segment.

Claim 17

A block coding system comprising: means for decoding block encoded signals from blocks of samples; means for determining the period of the decoded signal, a single value of the period being determined for each of successive multiple-sample filter segments of the signal, the filter segments being of a size which is an integer fraction of the coder block size and each coder block boundary being aligned with the center region of a filter segment; means for deter weighting coefficients, which coefficients one adapted to the speech, a single determination of the coefficients, which coefficient being made for each of the filter segments; and digital filter means for generating sums of weighted samples, the samples being weighted by the determined weighting coefficients, which coefficients are the samples being separated by the determined period.

Claim 18

A block coding system comprising: means for decoding block encoded signals from blocks of samples; means for determining the period of the decoded signal, a single value of the period being determined for each of successive multiple-sample filter segments of the signal, the filter segments being of a size which is an integer fraction of the coder block size and each coder block boundary being aligned with the center region of a filter segment; means for deter weighting coefficients, which coefficients one adapted to the speech, a single determination of the coefficients, which coefficient being made for each of the filter segments; and digital filter means for generating sums of weighted samples, the samples being weighted by the determined weighting coefficients, which coefficients are the samples being separated by the determined period.

Claim 19

A system as claimed in claim 15 wherein the means for determining the coefficients minimizes the mean-squared-error E where: E=SUM.sub.W {X(n)-SUM.sub.i [a.sub.i X(n+iN.sub.p)]}.sup.2 where the sum SUM W is taken over a range of n contained in W, N p is the period, a i is the coefficient for the sample i periods from n, and i's are chosen from the set: . . . , -2, -1, +1, +2, . . .

Claim 20

A system as claimed in claim 15 wherein the means for determining the coefficients minimizes the mean-squared-error E where: E.sub.i =SUM.sub.W [X(n)-a.sub.i X(n+iN.sub.p)].sup.2 where X(n) is the speech sample of interest, the sum SUM W is taken over a range of n contained in W, N p is the period, a i is the coefficient for the sample i periods from n, and i's are chosen from the set: . . . ,-2, -1, +1, +2, . . .

Claim 21

A filter as claimed in claim 15 wherein the coefficients are determined from a limited number of sets of coefficients.

Claim 24

A method as claimed in claim 19, wherein a single value of the period is determined and a single determination of the coefficients is made for each of successive multiple-sample filter segments of speech.

Claim 25

A method as claimed in claim 20, wherein the segments of speech are of a fixed duration.

Claim 26

A method as claimed in claim 19 for filtering a speech signal decoded from block encoding, wherein each coder block boundary is aligned with the center region of a filter segment.

Claim 29

A method as claimed in claim 23 for filtering a speech signal decoded from block encoding, wherein each coder block boundary is aligned with the center region of a filter segment.

Claim 30

A method as claimed in claim 23 wherein the speech samples are weighted by coefficients are determined in a statistical approach to minimize the mean-squared-error in predicting the speech sample.

Claim 31

A method as claimed in claim 19 wherein the coefficients are determined in a statistical approach to minimize the mean-squared-error in predicting the speech sample.

Claim 32

An electronic filter as claimed in claim 13 wherein the speech samples are weighted by the coefficients are determined in a statistical approach to minimize the mean-squared-error in predicting the speech sample.

Claim 33

An electronic filter as claimed in claim 15 wherein the coefficients are determined in a statistical approach to minimize the mean-squared-error in predicting the speech sample.