Hari C. Reddy - researchr alias

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Viewing Publication 1 - 31 from 31

2018

Type-4 2-D Diagonal and Four-Fold Rotational Symmetry Digital Filter ArchitecturesLan-Da Van, Tsung-Che Lu, Pei-yu Chen, Hari C. Reddy. apccas 2018: 115-118 [doi]

2017

2014

General formulation of shift and delta operator based 2-D VLSI filter structures without global broadcast and incorporation of the symmetryI-Hung Khoo, Hari C. Reddy, Lan-Da Van, Chin-Teng Lin. mssp, 25(4):795-828, 2014. [doi]

2013

Area-efficient 2-D digital filter architectures possessing diagonal and four-fold rotational symmetriesPei-yu Chen, Lan-Da Van, Hari C. Reddy, I-Hung Khoo. IEEEicics 2013: 1-5 [doi]

Design of 2-D digital filters with almost quadrantal symmetric magnitude response without 1-D separable denominator factor constraintI-Hung Khoo, Hari C. Reddy, Lan-Da Van, Chin-Teng Lin. mwscas 2013: 999-1002 [doi]

2012

Delta operator based 2-D VLSI filter structures without global broadcast and incorporation of the quadrantal symmetryI-Hung Khoo, Hari C. Reddy, Lan-Da Van, Chin-Teng Lin. iscas 2012: 3190-3193 [doi]

2011

Power-Efficient and Cost-Effective 2-D Symmetry Filter ArchitecturesPei-yu Chen, Lan-Da Van, I-Hung Khoo, Hari C. Reddy, Chin-Teng Lin. tcas, 58-I(1):112-125, 2011. [doi]

Unified theory of symmetry for two-dimensional complex polynomials using delta discrete-time operatorI-Hung Khoo, Hari C. Reddy, P. Karivaratha Rajan. mssp, 22(1-3):147-172, 2011. [doi]

2009

A New VLSI 2-D Fourfold-rotational-symmetry Filter Architecture DesignPei-yu Chen, Lan-Da Van, Hari C. Reddy, Chin-Teng Lin. iscas 2009: 93-96 [doi]

2-D Digital Filter Architectures without Global Broadcast and Some Symmetry ApplicationsI-Hung Khoo, Hari C. Reddy, Lan-Da Van, Chin-Teng Lin. iscas 2009: 952-955 [doi]

2008

2006

Design of Delta Operator Based 2-D IIR Filters Using Symmetrical DecompositionI-Hung Khoo, Hari C. Reddy, P. K. Rajan. apccas 2006: 394-397 [doi]

2005

Generalized alpha-VSH polynomials and stability of delta-operator based 2D discrete-time systemsHari C. Reddy, P. K. Rajan. iscas 2005: 2409-2412 [doi]

2003

Delta operator based 2-D filters: symmetry, stability, and designI-Hung Khoo, Hari C. Reddy, P. K. Rajan. iscas 2003: 690-693 [doi]

2001

Delta operator based 2-D filter design using symmetry constraintsI-Hung Khoo, Hari C. Reddy, P. K. Rajan. iscas 2001: 781-784 [doi]

1999

A sampling theorem in numerical integration [nonlinear circuit simulation]Martin Hänggi, Hari C. Reddy, George S. Moschytz. icecsys 1999: 561-564 [doi]

1998

Study of low sensitivity property of delta operator based sampled-data filtersI-Hung Khoo, Hari C. Reddy, George S. Moschytz. icecsys 1998: 23-26 [doi]

1995

All Pass Function Based Stability Test for Delta-Operator Formulated Discrete-Time SystemsHari C. Reddy, George S. Moschytz, Allen R. Stubberud. iscas 1995: 1492-1495

1994

Design of multidimensional FIR digital filters using the symmetrical decomposition techniqueVeeramuthu Rajaravivarma, P. Karivaratha Rajan, Hari C. Reddy. tsp, 42(1):164-174, 1994. [doi]

Studies on the Stability of Two Dimsensional Analog Nonlinear CircuitsHari C. Reddy, George S. Moschytz. iscas 1994: 77-80

1993

Study of the compatibility of 1-D and 2-D bounded real functionsHari C. Reddy, P. K. Rajan. iscas 1993: 2686-2688

1991

Symmetry study on 2-D complex analog and digital filter functionsVeeramuthu Rajaravivarma, P. Karivaratha Rajan, Hari C. Reddy. mssp, 2(2):161-187, 1991. [doi]

1989

A test procedure for 2-D discrete scattering Hurwitz polynomialsP. Karivaratha Rajan, Hari C. Reddy. tsp, 37(1):118-120, 1989. [doi]

1987

Continued fraction expansion of 1-D complex discrete reactance functions with application to 2-D stability testingHari C. Reddy, P. K. Rajan. icassp 1987: 1689-1691 [doi]

1986

A simpler test set for two-variable very strict Hurwitz polynomialsHari C. Reddy, P. Karivaratha Rajan. pieee, 74(6):890-891, 1986. [doi]

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