Articles
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03/31/2021--
03/31/2021
A Closer Look at Fourier Spectrum Discrepancies for CNN-generated Images Detection
CNN-based generative modelling has evolved to produce synthetic images
indistinguishable from real images in the RGB pixel space. Recent works have
observed that CNN-generated images share a systematic shortcoming in
replicating high frequency Fourier spectrum decay attributes. Furthermore,
these works have successfully exploited this systematic shortcoming to detect
CNN-generated images reporting up to 99% accuracy across multiple
state-of-the-art GAN models.
In this work, we investigate the validity of assertions claiming that
CNN-generated images are unable to achieve high frequency spectral decay
consistency. We meticulously construct a counterexample space of high frequency
spectral decay consistent CNN-generated images emerging from our handcrafted
experiments using DCGAN, LSGAN, WGAN-GP and StarGAN, where we empirically show
that this frequency discrepancy can be avoided by a minor architecture change
in the last upsampling operation. We subsequently use images from this
counterexample space to successfully bypass the recently proposed forensics
detector which leverages on high frequency Fourier spectrum decay attributes
for CNN-generated image detection.
Through this study, we show that high frequency Fourier spectrum decay
discrepancies are not inherent characteristics for existing CNN-based
generative models--contrary to the belief of some existing work--, and such
features are not robust to perform synthetic image detection. Our results
prompt re-thinking of using high frequency Fourier spectrum decay attributes
for CNN-generated image detection. Code and models are available at
https://keshik6.github.io/Fourier-Discrepancies-CNN-Detection/
Keshigeyan Chandrasegaran
Ngoc-Trung Tran
Ngai-Man Cheung
06/17/1999--
06/17/1999
Quasiparticle localization in superconductors with spin-orbit scattering
We develop a theory of quasiparticle localization in superconductors in
situations without spin rotation invariance. We discuss the existence, and
properties of superconducting phases with localized/delocalized quasiparticle
excitations in such systems in various dimensionalities. Implications for a
variety of experimental systems, and to the properties of random Ising models
in two dimensions, are briefly discussed.
T. Senthil
Matthew P. A. Fisher
05/31/2004--
05/31/2004
Deconfined quantum criticality and Neel order via dimer disorder
Recent results on the nature of the quantum critical point between Neel and
valence bond solid(VBS) ordered phases of two dimensional quantum magnets are
examined by an attack from the VBS side. This approach leads to an appealingly
simple physical description, and further insight into the properties of the
transition.
Michael Levin
T. Senthil
06/07/2012--
06/07/2012
Integer quantum Hall effect for bosons: A physical realization
A simple physical realization of an integer quantum Hall state of interacting
two dimensional bosons is provided. This is an example of a "symmetry-protected
topological" (SPT) phase which is a generalization of the concept of
topological insulators to systems of interacting bosons or fermions. Universal
physical properties of the boson integer quantum Hall state are described and
shown to correspond to those expected from general classifications of SPT
phases.
T. Senthil
Michael Levin
06/21/2019--
06/21/2019
Anomalous Kolar Events and Dark Matter Decay in Dwarf Spheroidal Galaxies
Using the Fermi LAT data on the gamma ray emission from dwarf spheroidal
galaxies, we get the upper bound on the probability of gamma rays from dark
matter decay for the validity of explanation of the anomalous Kolar events as
dark matter decay.
R. Thiru Senthil
G. Rajasekaran
06/06/2025--
06/05/2025
Exploring Diffusion Transformer Designs via Grafting
Designing model architectures requires decisions such as selecting operators
(e.g., attention, convolution) and configurations (e.g., depth, width).
However, evaluating the impact of these decisions on model quality requires
costly pretraining, limiting architectural investigation. Inspired by how new
software is built on existing code, we ask: can new architecture designs be
studied using pretrained models? To this end, we present grafting, a simple
approach for editing pretrained diffusion transformers (DiTs) to materialize
new architectures under small compute budgets. Informed by our analysis of
activation behavior and attention locality, we construct a testbed based on the
DiT-XL/2 design to study the impact of grafting on model quality. Using this
testbed, we develop a family of hybrid designs via grafting: replacing softmax
attention with gated convolution, local attention, and linear attention, and
replacing MLPs with variable expansion ratio and convolutional variants.
Notably, many hybrid designs achieve good quality (FID: 2.38-2.64 vs. 2.27 for
DiT-XL/2) using <2% pretraining compute. We then graft a text-to-image model
(PixArt-Sigma), achieving a 1.43x speedup with less than a 2% drop in GenEval
score. Finally, we present a case study that restructures DiT-XL/2 by
converting every pair of sequential transformer blocks into parallel blocks via
grafting. This reduces model depth by 2x and yields better quality (FID: 2.77)
than other models of comparable depth. Together, we show that new diffusion
model designs can be explored by grafting pretrained DiTs, with edits ranging
from operator replacement to architecture restructuring. Code and grafted
models: https://grafting.stanford.edu
Keshigeyan Chandrasegaran
Michael Poli
Daniel Y. Fu
Dongjun Kim
Lea M. Hadzic
Manling Li
Agrim Gupta
Stefano Massaroli
Azalia Mirhoseini
Juan Carlos Niebles
Stefano Ermon
Li Fei-Fei
05/09/2024--
05/09/2024
Model Inversion Robustness: Can Transfer Learning Help?
Model Inversion (MI) attacks aim to reconstruct private training data by
abusing access to machine learning models. Contemporary MI attacks have
achieved impressive attack performance, posing serious threats to privacy.
Meanwhile, all existing MI defense methods rely on regularization that is in
direct conflict with the training objective, resulting in noticeable
degradation in model utility. In this work, we take a different perspective,
and propose a novel and simple Transfer Learning-based Defense against Model
Inversion (TL-DMI) to render MI-robust models. Particularly, by leveraging TL,
we limit the number of layers encoding sensitive information from private
training dataset, thereby degrading the performance of MI attack. We conduct an
analysis using Fisher Information to justify our method. Our defense is
remarkably simple to implement. Without bells and whistles, we show in
extensive experiments that TL-DMI achieves state-of-the-art (SOTA) MI
robustness. Our code, pre-trained models, demo and inverted data are available
at: https://hosytuyen.github.io/projects/TL-DMI
Sy-Tuyen Ho
Koh Jun Hao
Keshigeyan Chandrasegaran
Ngoc-Bao Nguyen
Ngai-Man Cheung
10/08/1998--
08/01/1998
Quasiparticle transport and localization in high-T_c superconductors
We present a theory of the effects of impurity scattering in d_{x^2-y^2}
superconductors and their quantum disordered counterparts, based on a
non-linear sigma model formulation. We show the existence, in a
quasi-two-dimensional system, of a novel spin-metal phase with a non-zero spin
diffusion constant at zero temperature. With decreasing inter-layer coupling,
the system undergoes a quantum phase transition (in a new universality class)
to a localized spin-insulator. Experimental implications for spin and thermal
transport in the high-temperature superconductors are discussed.
T. Senthil
Matthew P. A. Fisher
Leon Balents
Chetan Nayak
06/30/2000--
06/30/2000
Fractionalization in the cuprates: Detecting the topological order
The precise theoretical characterization of a fractionalized phase in spatial
dimensions higher than one is through the concept of ``topological order''. We
describe a physical effect that is a robust and direct consequence of this
hidden order that should enable a precise experimental characterization of
fractionalized phases. In particular, we propose specific ``smoking-gun''
experiments to unambiguously settle the issue of electron fractionalization in
the underdoped cuprates.
T. Senthil
Matthew P. A. Fisher
06/30/2000--
06/30/2000
Fractionalization and confinement in the U(1) and $Z_2$ gauge theories of strongly correlated systems
Recently, we have elucidated the physics of electron fractionalization in
strongly interacting electron systems using a $Z_2$ gauge theory formulation.
Here we discuss the connection with the earlier U(1) gauge theory approaches
based on the slave boson mean field theory. In particular, we identify the
relationship between the holons and Spinons of the slave-boson theory and the
true physical excitations of the fractionalized phases that are readily
described in the $Z_2$ approach.
T. Senthil
Matthew P. A. Fisher
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