S. C. Dutta Roy - researchr alias

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2024

A Passive RC Circuit for Wideband FilteringS. C. Dutta Roy, Y. V. Joshi. cssp, 43(3):1974-1979, March 2024. [doi]

An RC Analog of a Double Tuned CircuitS. C. Dutta Roy, Y. V. Joshi, Sudarshan Rao Nelatury. cssp, 43(11):6788-6801, November 2024. [doi]

Filtering With Uniformly Distributed RC NetworksS. C. Dutta Roy, Sudarshan Rao Nelatury. tcasII, 71(3):1131-1135, March 2024. [doi]

Redesigning the Familiar Bridged-T and Parallel-T RC Networks for Single-Resistance ControlS. C. Dutta Roy. tcasII, 71(2):513-516, February 2024. [doi]

2023

Shunted Bandpass RC Ladder Networks with over Unity GainS. C. Dutta Roy, Y. V. Joshi. cssp, 42(5):2538-2556, May 2023. [doi]

Resolution of an Outstanding Paradox in Circuit TheoryS. C. Dutta Roy. tcasII, 70(11):3955-3957, November 2023. [doi]

2015

Characteristics of Single- and Multiple-Frequency Impedance Matching NetworksS. C. Dutta Roy. tcas, 62-II(3):222-225, 2015. [doi]

On Resistive Ladder Networks for Use in Ultra-Low Frequency Active-RC FiltersS. C. Dutta Roy. cssp, 34(11):3661-3670, 2015. [doi]

2013

A Note on Generalized Linear Phase Conditions for Causal FIR SystemsS. C. Dutta Roy. cssp, 32(6):3131-3134, 2013. [doi]

2010

A New Chebyshev-like Low-pass Filter ApproximationS. C. Dutta Roy. cssp, 29(4):629-636, 2010. [doi]

Modified Chebyshev lowpass filtersS. C. Dutta Roy. ijcta, 38(5):543-549, 2010. [doi]

2007

Comments on "Analysis of the Bridged T-coil Circuit Using the Extra-Element Theorem"S. C. Dutta Roy. tcas, 54-II(8):673-674, 2007. [doi]

0.5"S. C. Dutta Roy. spl, 14(8):572, 2007. [doi]

2005

Another FIR lattice structureS. C. Dutta Roy, R. Vishwanath. ijcta, 33(4):347-351, 2005. [doi]

A simple derivation of the spectral transformations for IIR filtersS. C. Dutta Roy. te, 48(2):274-278, 2005. [doi]

1998

Design of IIR multiple notch filtersY. V. Joshi, S. C. Dutta Roy. ijcta, 26(5):499-507, 1998. [doi]

1997

Improved FIR filters for discrimination of damped sinusoidsMonika Agrawal, Surendra Prasad, S. C. Dutta Roy. sigpro, 62(2):237-241, 1997. [doi]

Semi-analytic method for the design of digital FIR filters with specified notch frequencyShail Bala Jain, Balbir Kumar, S. C. Dutta Roy. sigpro, 59(2):235-241, 1997. [doi]

Letter to the editor: Design of FIR notch filters by using Bernstein polynomialsShail Bala Jain, Balbir Kumar, S. C. Dutta Roy. ijcta, 25(2):135-139, 1997. [doi]

1994

Interrelations between the coefficients of FIR digital differentiators and other FIR filters and a versatile multifunction configurationBalbir Kumar, S. C. Dutta Roy, Sangeeta Sabharwal. sigpro, 39(3):247-262, 1994. [doi]

Design of efficient fir digital differentiators of second and higher degrees by using universal weightsBalbir Kumar, S. C. Dutta Roy. ijcta, 22(1):25-49, 1994. [doi]

1993

A note on the fir approximation of a fractional sample delayShailey Minocha, S. C. Dutta Roy, Balbir Kumar. ijcta, 21(3):265-274, 1993. [doi]

6 Digital differentiatorsS. C. Dutta Roy, B. Kumar. In Nirmal K. Bose, Calyampudy Radhakrishna Rao, editors, Signal Processing and its Applications. Volume 10 of Handbook of Statistics, pages 159-205, North-Holland, 1993. [doi]

1992

On the design of FIR digital differentiators which are maximally linear at the frequency π/p, p ∈ {positive integers}Balbir Kumar, S. C. Dutta Roy, Hitendra Shah. tsp, 40(9):2334-2338, 1992. [doi]

On fast evaluation of bivariate polynomials at equispaced argumentsS. C. Dutta Roy, Shailey Minocha. tsp, 40(7):1813-1816, 1992. [doi]

On the design of efficient second and higher degree FIR digital differentiators at the frequency π/(any integer)Hitendra Shah, S. C. Dutta Roy, Balbir Kumar. sigpro, 27(2):117-124, 1992. [doi]

1991

A note on 'Efficient evaluation of polynomials and exponentials of polynomials for equispaced arguments' by A.H. NuttallS. C. Dutta Roy, Shailey Minocha. tsp, 39(11):2554-2556, 1991. [doi]

1988

Design of digital differentiators for low frequenciesBalbir Kumar, S. C. Dutta Roy. pieee, 76(3):287-289, 1988. [doi]

1985

Explicit formula for the coefficients of maximally flat nonrecursive digital filter transfer functions expressed in powers of cos wB. C. Jinaga, S. C. Dutta Roy. pieee, 73(6):1135-1137, 1985. [doi]

Frequency estimation based on iterated autocorrelation functionR. Sudhakar, Ramesh C. Agarwal, S. C. Dutta Roy. tsp, 33(1):70-76, 1985. [doi]

1981

FIR filter structures having low sensitivity and roundoff noiseAnil Mahanta, R. C. Agarwal, S. C. Dutta Roy. icassp 1981: 1205-1208 [doi]

1978

Design of IIR filters using Pseudo-Boolean methodsRakesh K. Patney, S. C. Dutta Roy. icassp 1978: 495-498 [doi]

Digital lowpass filtering using the discrete Hilbert transformS. C. Dutta Roy, Anurag Agrwal. icassp 1978: 516-519 [doi]

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