NEUROBLYX API
Neuroblyx provides an ultra-low latency analog computing API for executing Vector-Matrix Multiplications and in-situ neural network training directly in Google Colab, Python, and ML production pipelines.
Sign up with your email to receive a 6-digit verification code via Resend. Once verified, your unique private API key is generated immediately.
Connect to the physical analog accelerator from Google Colab, Jupyter Notebooks, or any Python environment with 3 lines of code.
Download ncc_client.py directly into your Google Colab instance.
Pass your generated nbx_live_... API key and endpoint https://api.neuroblyx.in.
Call ncc.train(X, y) or ncc.vmm(vector, matrix) to execute analog computation.
# ==========================================
# 🧠 RUN NEUROBLYX NCC IN GOOGLE COLAB
# ==========================================
# 1. Download official client SDK
!wget -q https://raw.githubusercontent.com/Rahulchaube1/ncc-product/main/ncc_client.py
# 2. Import & Initialize with your API Key
from ncc_client import NCC
import numpy as np
# Connect to Neuroblyx Analog Accelerator Cloud
ncc = NCC(
api_key="YOUR_API_KEY_HERE",
endpoint="https://api.neuroblyx.in"
)
# 3. Check Hardware Accelerator Status
print("🟢 Status:", ncc.status()["status"])
# 4. Train Any ML Model on Analog Crossbars
X = np.random.randn(200, 64)
y = np.random.randint(0, 10, size=200)
result = ncc.train(X_train=X, y_train=y, epochs=25, lr=0.02)
print("🎯 Final Accuracy:", result["final_train_accuracy"] * 100, "%")
print("⚡ Latency:", result["hardware_telemetry"]["training_duration_ms"], "ms")Non-Von Neumann Analog In-Memory Computing eliminates memory bus bottlenecks, allowing deep neural network layers to execute at physical Ohm's law relaxation time.

Synaptic weights stored as physical conductances (G_ij in Siemens), eliminating high-bandwidth memory shuttling.

Operates at sub-milliwatt power dissipation per crossbar tile compared to 700W TDP of conventional digital GPUs.

Continuous physical current accumulation across column bitlines in constant $O(1)$ time.
| Endpoint | Description | Latency | Auth |
|---|---|---|---|
| POST /api/v1/vmm | Analog Vector-Matrix Multiplication (I = V · G) | 0.004 ms | Bearer Key |
| POST /api/v1/train | In-Situ Model Training on Analog Crossbars | In-Situ | Bearer Key |
| GET /api/v1/status | Accelerator Health, Mesh Cores & Thermal Drift | 1.2 ms | Public |
| POST /api/v1/auth/signup | User Signup with Resend OTP Verification | Public |