Publications associées à Polynomial Filter Design for Quantized Consensus

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Low-Power and Widely-Tunable Linearized Biquadratic Low-Pass Transconductor-C Filter

Seyed Armin Tajalli, Yusuf Leblebici

A sixth-order low-pass

g_m

-C filter with a very wide tuning range (

f_c

= 100 Hz to 10 MHz) is presented. The wide tuning range has been achieved without using switchable components or programmable building blocks. A single stage folded-cascode transcon ...

Institute of Electrical and Electronics Engineers2011

Polynomial Filter Design for Quantized Consensus

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A consensus algorithm for networks with process noise and quantization error

A Wide Tuning Range 4th-Order Gm-C Elliptic Filter for Wideband Multi-Standards GNSS Receivers

Enforcing Efficient Equilibria in Network Design Games via Subsidies

Graphene-Based Plasmonic Tunable Low-Pass Filters in the Terahertz Band

A 533pW NEP 31×31 pixel THz image sensor based on in-pixel demodulation

Multiscale Modeling of Thermo-Mechanical Coupling Between Atomistic and Continuum Domains

Light spectral filtering based on spatial adiabatic passage

Distributed classification of multiple observation sets by consensus

Low-Power and Widely-Tunable Linearized Biquadratic Low-Pass Transconductor-C Filter

Polynomial Filtering for Fast Convergence in Distributed Consensus

Light spectral filtering based on spatial adiabatic passage

Enforcing Efficient Equilibria in Network Design Games via Subsidies

A 533pW NEP 31×31 pixel THz image sensor based on in-pixel demodulation

A Wide Tuning Range 4th-Order Gm-C Elliptic Filter for Wideband Multi-Standards GNSS Receivers

Low-Power and Widely-Tunable Linearized Biquadratic Low-Pass Transconductor-C Filter

Graphene-Based Plasmonic Tunable Low-Pass Filters in the Terahertz Band

Distributed classification of multiple observation sets by consensus

A consensus algorithm for networks with process noise and quantization error

Multiscale Modeling of Thermo-Mechanical Coupling Between Atomistic and Continuum Domains

Polynomial Filtering for Fast Convergence in Distributed Consensus