Variable rate source coding (M.S. Thesis abstr.). - Kenneth M. Mackenthun Jr. (IEEE Trans. Inf. Theory, 1976)

Variable-rate, weakly- and strongly-universal source coding subject to a fidelity constraint (Ph.D. Thesis abstr.). - Kenneth M. Mackenthun Jr. (IEEE Trans. Inf. Theory, 1977)

Variable-rate coding for classes of sources with generalized alphabets. - Michael B. Pursley; Kenneth M. Mackenthun Jr. (IEEE Trans. Inf. Theory, 1977)

Variable-Rate, Weakly- and Strongly-Universal Source Coding Subject to a Fidelity Constraint - Kenneth M. Mackenthun Jr. (1977)

Variable-rate universal block source coding subject to a fidelity constraint. - Kenneth M. Mackenthun Jr.; Michael B. Pursley (IEEE Trans. Inf. Theory, 1978)

An evaluation of the Wyner-Ziv rate region (Corresp.). - Kenneth M. Mackenthun Jr. (IEEE Trans. Inf. Theory, 1980)

Noiseless coding of error detection information. - Kenneth M. Mackenthun Jr. (IEEE Trans. Inf. Theory, 1981)

An easily implementable universal code for the binary source. - Kenneth M. Mackenthun Jr. (IEEE Trans. Inf. Theory, 1982)

A fast algorithm for maximum likelihood detection of QPSK or pi /4-QPSK sequences with unknown phase. - Kenneth M. Mackenthun Jr. (PIMRC, 1992)

A fast algorithm for multiple-symbol differential detection of MPSK. - Kenneth M. Mackenthun Jr. (IEEE Trans. Commun., 1994)

Covariance Matrix Properties and Multiple Symbol/Soft Decision Detection in Slow Flat Rician Fading. - Kenneth M. Mackenthun Jr. (IEEE J. Sel. Areas Commun., 1995)

Codes based on a trellis cut-set transformation. I. Rotationally invariant codes. - Kenneth M. Mackenthun Jr. (IEEE Trans. Commun., 1998)

Codes based on a trellis cut set transformation .II. Codes for noncoherent detection. - Kenneth M. Mackenthun Jr. (IEEE Trans. Commun., 1999)

On Groups with a Shift Structure: the Schreier Matrix and an Algorithm. - Kenneth M. Mackenthun Jr. (CISS, 2007)

On strongly controllable group codes and mixing group shifts: solvable groups, translation nets, and algorithms - Kenneth M. Mackenthun Jr. (CoRR, 2008)

Group Codes and the Schreier matrix form - Kenneth M. Mackenthun Jr. (CoRR, 2011)

Some aspects of a vector basis for a controllable group system, group code, and group shift - Kenneth M. Mackenthun Jr. (CoRR, 2012)

The fundamental group of a strongly controllable group system, group shift, and group code. - Kenneth M. Mackenthun Jr. (CoRR, 2017)

Any strongly controllable group system or group shift or any linear block code is isomorphic to a generator group. - Kenneth M. Mackenthun Jr. (CoRR, 2022)