We are glad to announce the launch of our webinar series on Analog Computing for Signal Processing and Communications!
This series will serve as a forum to bring together researchers, industry practitioners, and enthusiasts to share and discuss the latest research, innovations, and applications in analog computing. Six leading experts from academia will present their ideas, recent findings, and state-of-the-art results, offering valuable insights into this exciting field.
Period: January - March 2026
Media: Zoom, YouTube
Organizers: Prof. Bruno Clerckx, Dr. Matteo Nerini
Format: 50 minutes talk + 10 minutes Q&A
Schedule:
Prof. Bruno Clerckx - Jan 14, 2026 (WED) at 13:00 UK time
Prof. Robert Heath - Jan 28, 2026 (WED) at 17:00 UK time
Prof. Philipp del Hougne - Feb 11, 2026 (WED) at 13:00 UK time
Prof. Holger Boche - Feb 25, 2026 (WED) at 13:00 UK time
Prof. Daniele Ielmini - Mar 11, 2026 (WED) at 13:00 UK time
Prof. Andrea Alu' - Mar 25, 2026 (WED) at 17:00 UK time
Zoom Link: Here
Zoom Meeting ID: 993 9104 2248
Passcode: Analog1!
Title: Analog Computing for Communications and Signal Processing
Abstract: Modern systems rely on digital circuits, computing, and signal processors that operate on binary values, offering advantages such as precision, versatility, robustness. Yet, digital processors face major limitations as high power consumption and limited speed. Despite digital signal processing being widely adopted today, analog computing is attracting a renewed interest thanks to its ability to perform energy-efficient and massively parallelized computations.
The talk shows some promising avenues to devise new, faster, and more sustainable communication and signal processing architectures that marry the communication theoretic principles of modern digital communications with analog domain processing and computing paradigms such that information transmission, processing and computing are conducted faster with much lower computational complexity.
We introduce the concept of Microwave Linear Analog Computer (MiLAC) as a very general model of a computer exploiting the propagation of analog signals in a microwave network, offering exceptionally low computational complexity - unimaginable with conventional digital computers. We show that MiLAC can perform computation, e.g. matrix inversion and linear minimum mean square error estimation, with low complexity directly in the analog domain and enable new future MIMO communications with orders of magnitude lower computational complexity than digital processing.