@prathoshap Sir, it would be wonderful if you could also include your Vedvaani app, podcasts, and Vedic discourses. It could become a valuable single access point for students to access all your content conveniently in one place.
Namaste X!
This is my first post here - I'm humbled to release my app: VedaVaaNi.
It is an interactive learning platform designed to help you practice Rig Veda and Krishna Yajur Veda chanting with absolute phonetic and prosodic (Chandas) precision.
Vector databases for AI memory just got replaced by MP4 files.
Store millions of text chunks in MP4 files instead of expensive vector databases with lightning-fast semantic search.
No database needed. 100% Opensource.
I’m stoked to share our new paper: “Harnessing the Universal Geometry of Embeddings” with @jxmnop, Collin Zhang, and @shmatikov.
We present the first method to translate text embeddings across different spaces without any paired data or encoders.
Here's why we're excited: 🧵👇🏾
"Looking to host your own PyPI server for private packages? 🤔 Check out this guide on using GitLab to set it up efficiently! 🚀
https://t.co/XQdRJ6NVKB
#Python#PyPI#DevOps#SoftwareDevelopment
Very excited to get this out: “DVT: Denoising Vision Transformers”. We've identified and combated those annoying positional patterns in many ViTs. Our approach denoises them, achieving SOTA results and stunning visualizations! Learn more on our website: https://t.co/RFEiZQx7ZZ
About plagiarism: Plagiarism isn't really the problem, it's a symptom.
The problem is that there're people going into a PhD primarily not because they want to do original research but because they want the PhD title.
1/4
Want high-quality Audio embeddings? CLAP! 👏
We support the latest general, music and speech CLAP models in Transformers! Use it for Text-to-Speech/ Text-to-Music training and more.
What is CLAP?
CLAP (Contrastive Language-Audio Pretraining) is a neural network trained on various (audio, text) pairs. It uses a SWINTransformer to get audio features from a log-Mel spectrogram input, and a RoBERTa model to get text features.
Combined CLAP gives you high-quality audio embeddings blazingly fast! ⚡️
How do you use CLAP?
from transformers import ClapModel, ClapProcessor
# initialise the model
model = ClapModel.from_pretrained(
"laion/larger_clap_music").to("cuda:0")
processor = ClapProcessor.from_pretrained(
"laion/larger_clap_music")
# process the inputs
inputs = processor(
audios=<PASS YOUR AUDIO SAMPLE HERE>,
return_tensors="pt").to("cuda:0")
# generate embeddings
audio_embed = model.get_audio_features(**inputs)
What would you like to embed first? :)
P.S. Remember to check out other CLAP checkpoints in the @laion_ai org on the hub!
That's it! 🤗
Spaces of quantum states
It is well known that the (pure) states of a qubit have the geometrical structure of a sphere, a representation typically known as the Bloch sphere. For quantum systems of higher dimensions, the state space is significantly harder to visualise geometrically, but we can nonetheless gain some intuition by describing it topologically, i.e. in some continuously deformed way that might be easier to grok.
One way to understand the topology of the space of states for a quantum system is to fix a reference basis (often known as the "computational" basis) and to separate the information of a quantum state into two distinct components:
- the classical probability distribution that arises by measuring the state in the reference basis
- the quantum phases that are lost in the measurement process
The space of classical probability distributions is easy to describe, both geometrically and topologically: for an n-dimensional system, this is the (n-1)-dimensional simplex. It is a line for n=2, a triangle for n=3, a tetrahedron for n=4, and so on.
The space of quantum phases for a given basis is also easy to describe, again both geometrically and topologically: it is always a torus, and its dimensionality depends on the number of non-zero components in the probability distribution associated to the state. It is: the 0-torus (a point) for probability distribution fully concentrated on a single outcome; the 1-torus (topologically, a circle) for probability distribution with two possible outcomes; the 2-torus (topologically, a doughnut) for probability distributions with three possible outcomes; and so on.
To obtain a topological description of the full space, we have to glue the two parts together. For an n-dim quantum system, we start with the (n-1)-dim simplex, describing the possible probability distributions that can arise from measurements in the reference basis. Then we glue a torus of the appropriate dimensionality onto each point of the simplex: a point on the vertices, a circle on each point in the interior of the edges, a doughnut on each point in the interior of the triangular faces, a 3-torus on each point in the interior of a tetrahedron, and so on.
Et voilà! The space of quantum states, obtained as the gluing of quantum phases over classical probability distributions.
PS: Points at the same location in tori at nearby points of a simplex are themselves nearby (topologically close). Passing from the interior to the boundary of any face (e.g. from the interior of a triangle to the interior of an edge) has the effect of collapsing one of the circular dimensions of the torus to a point, reducing its dimensionality by 1. (There was no space for this last point in today's sketch, so I'll show the overall effect in a future visualisation.)
Yet another day, another article 'predicting' gold price using fit_predict ML.
No benchmarking, wrong metrics, all sorts of other issues.
When someone thinks they can predict the prices of stocks/commodities using fit_predict, some might offer London Bridge to sell to them.
But for folks who want to understand why this is so wrong, I have written an article, 'Avoiding the Forecasting Pitfalls: 10 Red Flags in Hiring Data Scientists,' and you can easily count how many forecasting red flags are there for yourself.
https://t.co/fdxCrD02S8
Top ML Papers of the Week (Oct 30 - Nov 5):
- LLMs for Chip Design
- Battle of the Backbones
- Next Generation AlphaFold
- Symmetry in Machine Learning
- Enhancing LLMs by Emotion Stimuli
- Efficient Context Window Extension of LLMs
...