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Bakr Al Beattie
ORCID
Publication Activity (10 Years)
Years Active: 2021-2024
Publications (10 Years): 10
Top Topics
Microscopic Images
Neuronal Networks
Growth Rate
Circuit Design
Top Venues
ICECS
MWSCAS
Int. J. Circuit Theory Appl.
APCCAS
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Publications
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Bakr Al Beattie
,
Karlheinz Ochs
A better SPQR-tree decomposition of electrical circuits containing multiports and its application to wave digital emulation.
Int. J. Circuit Theory Appl.
52 (2) (2024)
Bakr Al Beattie
,
Karlheinz Ochs
Solving a one-dimensional moving boundary problem based on wave digital principles.
Multidimens. Syst. Signal Process.
34 (4) (2023)
Bharath Kumar Singh Muralidhar
,
Bakr Al Beattie
,
Max Uhlmann
,
Karlheinz Ochs
,
Gerhard Kahmen
,
Robert Rieger
A Bio-Inspired CMOS Circuit for the Excitation and Inhibition of Neuronal Oscillators.
APCCAS
(2023)
Bakr Al Beattie
,
Karlheinz Ochs
A network-theoretical perspective on oscillator-based Ising machines.
Int. J. Circuit Theory Appl.
51 (6) (2023)
Bakr Al Beattie
,
Sebastian Jenderny
,
Jonas Röhrig
,
Karlheinz Ochs
Light-Controlled Switching of Gait Patterns in a Central Pattern Generator: Circuit Design and Emulation.
ICECS
(2023)
Max Uhlmann
,
Tommaso Rizzi
,
Jianan Wen
,
Emilio Pérez-Bosch Quesada
,
Bakr Al Beattie
,
Karlheinz Ochs
,
Eduardo Pérez
,
Philip Ostrovskyy
,
Corrado Carta
,
Christian Wenger
,
Gerhard Kahmen
LUT-based RRAM Model for Neural Accelerator Circuit Simulation.
NANOARCH
(2023)
Bakr Al Beattie
,
Bharath Kumar Singh Muralidhar
,
Max Uhlmann
,
Gerhard Kahmen
,
Robert Rieger
,
Karlheinz Ochs
Electrical and Wave Digital Modeling of CMOS-Based Ring Oscillators.
ICECS
(2023)
Karlheinz Ochs
,
Bakr Al Beattie
Towards Wave Digital Modeling of Neural Pathways Using Two-Port Coupling Networks.
ISCAS
(2022)
Dennis Michaelis
,
Karlheinz Ochs
,
Bakr Al Beattie
,
Sebastian Jenderny
Towards A Self-Organizing Neuronal Network Based on Guided Axon-Growth.
MWSCAS
(2022)
Karlheinz Ochs
,
Bakr Al Beattie
,
Sebastian Jenderny
An Ising Machine Solving Max-Cut Problems based on the Circuit Synthesis of the Phase Dynamics of a Modified Kuramoto Model.
MWSCAS
(2021)