Pinned Repositories
-chanlun
缠论量化，人类历史上第一个数学上可以严格证明的技术分析策略，包含严格笔，线段作为最低级别，中枢的构成，级别的扩展，第一二三类买卖点，同级别分解的，背驰的判断，区间套，需要技术合作的加微信17866148858，备注"github"。本人可以解决有关缠论的任何问题。 缠论的难点在于，同级别分解如何分解，同级别分解的多义性，背驰力度的计算，小转大卖点的处理，跳空等极端走势对走势划分的影响，卖点比买点级别小的把握，中枢震荡的操作，如何规避T+1,等等。
AE_ts
Auto encoder for time series
arxivscraper
A python module to scrape arxiv.org for specific date range and categories
Deep-Learning
DeepResearch
This repository is the collection of research papers in Deep learning, computer vision and NLP.
dell-xps-9560-ubuntu-respin
Collection of scripts and tweaks to adapt Ubuntu and Linux Mint ISO images to let them run smooth on Dell XPS 15 9560.
google-research
Google Research
graph-networks
A list of interesting graph neural networks (GNN) links with a primary interest in recommendations and tensorflow that is continually updated and refined
hgcn
Hyperbolic Graph Convolutional Networks in PyTorch.
Hierarchical-attention-networks-pytorch
Hierarchical Attention Networks for document classification
LyndonCKZ's Repositories
LyndonCKZ/-chanlun
缠论量化，人类历史上第一个数学上可以严格证明的技术分析策略，包含严格笔，线段作为最低级别，中枢的构成，级别的扩展，第一二三类买卖点，同级别分解的，背驰的判断，区间套，需要技术合作的加微信17866148858，备注"github"。本人可以解决有关缠论的任何问题。 缠论的难点在于，同级别分解如何分解，同级别分解的多义性，背驰力度的计算，小转大卖点的处理，跳空等极端走势对走势划分的影响，卖点比买点级别小的把握，中枢震荡的操作，如何规避T+1,等等。
LyndonCKZ/AE_ts
Auto encoder for time series
LyndonCKZ/arxivscraper
A python module to scrape arxiv.org for specific date range and categories
LyndonCKZ/Deep-Learning
LyndonCKZ/DeepResearch
This repository is the collection of research papers in Deep learning, computer vision and NLP.
LyndonCKZ/google-research
Google Research
LyndonCKZ/graph-networks
A list of interesting graph neural networks (GNN) links with a primary interest in recommendations and tensorflow that is continually updated and refined
LyndonCKZ/hgcn
Hyperbolic Graph Convolutional Networks in PyTorch.
LyndonCKZ/Hierarchical-attention-networks-pytorch
Hierarchical Attention Networks for document classification
LyndonCKZ/hyperbolic-learning
Implementations of Poincaré Embeddings, Hyperbolic Multidimensional Scaling, K-Means clustering, and other machine learning algorithms in hyperbolic space
LyndonCKZ/hyperbolics
Hyperbolic Embeddings
LyndonCKZ/Information-Retrieval
Information Retrieval algorithms developed in python. To follow the blog posts, click on the link:
LyndonCKZ/Insight-AI-PoincareEmbeddings
Hierarchical Book Recommendations
LyndonCKZ/lorentz-embeddings
Embed arbitrary graphs in Hyperbolic space
LyndonCKZ/lorentz_embeddings_recreation
A recreation of the Lorentz embeddings paper from ICML 2018 (Nickel 2018)
LyndonCKZ/Manifold-Learning
Introduction to manifold learning - mathematical theory and applied python examples (Multidimensional Scaling, Isomap, Locally Linear Embedding, Spectral Embedding/Laplacian Eigenmaps)
LyndonCKZ/persim
Distances and representations of persistence diagrams
LyndonCKZ/poincare-embeddings
PyTorch implementation of the NIPS-17 paper "Poincaré Embeddings for Learning Hierarchical Representations"
LyndonCKZ/POT
Python Optimal Transport library
LyndonCKZ/protein-sequence-embedding-iclr2019
Source code for "Learning protein sequence embeddings using information from structure" - ICLR 2019
LyndonCKZ/pvae
LyndonCKZ/QC-Trading-Bot-YT
YouTube series in which I research and code a trading bot in Python. This code is for the trading bot on the QuantConnect platform.
LyndonCKZ/RVSML
Learning Distance for Sequences by Learning a Ground Metric
LyndonCKZ/scikit-tda
Topological Data Analysis for Python🐍
LyndonCKZ/SGGpoint
[CVPR 2021] Exploiting Edge-Oriented Reasoning for 3D Point-based Scene Graph Analysis
LyndonCKZ/simple_mf
Simple but Flexible Recommendation Engine in PyTorch
LyndonCKZ/sktime
A scikit-learn compatible Python toolbox for machine learning with time series
LyndonCKZ/SpotifySentiment
The aim of this project is to map and analyse the sentiments of different countries based on their music tastes over time. The data is presented in a web app coded in Python using the Plotly Dash package.
LyndonCKZ/structured-nets
Structured matrices for compressing neural networks
LyndonCKZ/three-body
Periodic orbits for Newtonian planar three-body problem