การใช้งาน iTransformer - การพยากรณ์อนุกรมเวลา SOTA โดยใช้เครือข่าย Attention นอกกลุ่ม Tsinghua / Ant
สิ่งที่เหลืออยู่คือข้อมูลแบบตาราง (xgboost ยังคงเป็นแชมป์ที่นี่) ก่อนที่จะประกาศได้อย่างแท้จริงว่า "ความสนใจคือสิ่งที่คุณต้องการ"
ก่อนที่ Apple จะให้ผู้เขียนเปลี่ยนชื่อ
การดำเนินการอย่างเป็นทางการได้รับการเผยแพร่แล้วที่นี่!
ความเสถียร AI และ ? Huggingface สำหรับการสนับสนุนที่มีน้ำใจ เช่นเดียวกับผู้สนับสนุนอื่นๆ ของฉัน ที่ช่วยให้ฉันมีอิสระในการใช้เทคนิคปัญญาประดิษฐ์ในปัจจุบันแบบโอเพ่นซอร์ส
Greg DeVos สำหรับการแชร์การทดลองที่เขาใช้บน iTransformer
และเวอร์ชันชั่วคราวบางส่วน
$ pip install iTransformer
import torch
from iTransformer import iTransformer
# using solar energy settings
model = iTransformer (
num_variates = 137 ,
lookback_len = 96 , # or the lookback length in the paper
dim = 256 , # model dimensions
depth = 6 , # depth
heads = 8 , # attention heads
dim_head = 64 , # head dimension
pred_length = ( 12 , 24 , 36 , 48 ), # can be one prediction, or many
num_tokens_per_variate = 1 , # experimental setting that projects each variate to more than one token. the idea is that the network can learn to divide up into time tokens for more granular attention across time. thanks to flash attention, you should be able to accommodate long sequence lengths just fine
use_reversible_instance_norm = True # use reversible instance normalization, proposed here https://openreview.net/forum?id=cGDAkQo1C0p . may be redundant given the layernorms within iTransformer (and whatever else attention learns emergently on the first layer, prior to the first layernorm). if i come across some time, i'll gather up all the statistics across variates, project them, and condition the transformer a bit further. that makes more sense
)
time_series = torch . randn ( 2 , 96 , 137 ) # (batch, lookback len, variates)
preds = model ( time_series )
# preds -> Dict[int, Tensor[batch, pred_length, variate]]
# -> (12: (2, 12, 137), 24: (2, 24, 137), 36: (2, 36, 137), 48: (2, 48, 137))
สำหรับเวอร์ชันชั่วคราวที่ให้ความสนใจแบบละเอียดในโทเค็นเวลา (รวมถึงโทเค็นต่อตัวแปรดั้งเดิม) เพียงนำเข้า iTransformer2D
และตั้ง num_time_tokens
เพิ่มเติม
อัปเดต: มันใช้งานได้! ขอขอบคุณ Greg DeVos ที่ทำการทดสอบที่นี่
อัปเดต 2: ได้รับอีเมลแล้ว ใช่ คุณมีอิสระที่จะเขียนบทความเกี่ยวกับเรื่องนี้ หากสถาปัตยกรรมรองรับปัญหาของคุณ ฉันไม่มีสกินในเกม
import torch
from iTransformer import iTransformer2D
# using solar energy settings
model = iTransformer2D (
num_variates = 137 ,
num_time_tokens = 16 , # number of time tokens (patch size will be (look back length // num_time_tokens))
lookback_len = 96 , # the lookback length in the paper
dim = 256 , # model dimensions
depth = 6 , # depth
heads = 8 , # attention heads
dim_head = 64 , # head dimension
pred_length = ( 12 , 24 , 36 , 48 ), # can be one prediction, or many
use_reversible_instance_norm = True # use reversible instance normalization
)
time_series = torch . randn ( 2 , 96 , 137 ) # (batch, lookback len, variates)
preds = model ( time_series )
# preds -> Dict[int, Tensor[batch, pred_length, variate]]
# -> (12: (2, 12, 137), 24: (2, 24, 137), 36: (2, 36, 137), 48: (2, 48, 137))
iTransformer
แต่มีโทเค็น Fourier ด้วย (FFT ของอนุกรมเวลาถูกฉายเป็นโทเค็นของตัวเองและเข้าร่วมพร้อมกับโทเค็นแปรผัน ซึ่งต่อกันที่ส่วนท้าย)
import torch
from iTransformer import iTransformerFFT
# using solar energy settings
model = iTransformerFFT (
num_variates = 137 ,
lookback_len = 96 , # or the lookback length in the paper
dim = 256 , # model dimensions
depth = 6 , # depth
heads = 8 , # attention heads
dim_head = 64 , # head dimension
pred_length = ( 12 , 24 , 36 , 48 ), # can be one prediction, or many
num_tokens_per_variate = 1 , # experimental setting that projects each variate to more than one token. the idea is that the network can learn to divide up into time tokens for more granular attention across time. thanks to flash attention, you should be able to accommodate long sequence lengths just fine
use_reversible_instance_norm = True # use reversible instance normalization, proposed here https://openreview.net/forum?id=cGDAkQo1C0p . may be redundant given the layernorms within iTransformer (and whatever else attention learns emergently on the first layer, prior to the first layernorm). if i come across some time, i'll gather up all the statistics across variates, project them, and condition the transformer a bit further. that makes more sense
)
time_series = torch . randn ( 2 , 96 , 137 ) # (batch, lookback len, variates)
preds = model ( time_series )
# preds -> Dict[int, Tensor[batch, pred_length, variate]]
# -> (12: (2, 12, 137), 24: (2, 24, 137), 36: (2, 36, 137), 48: (2, 48, 137))
@misc { liu2023itransformer ,
title = { iTransformer: Inverted Transformers Are Effective for Time Series Forecasting } ,
author = { Yong Liu and Tengge Hu and Haoran Zhang and Haixu Wu and Shiyu Wang and Lintao Ma and Mingsheng Long } ,
year = { 2023 } ,
eprint = { 2310.06625 } ,
archivePrefix = { arXiv } ,
primaryClass = { cs.LG }
}
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}
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}
@inproceedings { Darcet2023VisionTN ,
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}
@inproceedings { dao2022flashattention ,
title = { Flash{A}ttention: Fast and Memory-Efficient Exact Attention with {IO}-Awareness } ,
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}
@Article { AlphaFold2021 ,
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}
@inproceedings { kim2022reversible ,
title = { Reversible Instance Normalization for Accurate Time-Series Forecasting against Distribution Shift } ,
author = { Taesung Kim and Jinhee Kim and Yunwon Tae and Cheonbok Park and Jang-Ho Choi and Jaegul Choo } ,
booktitle = { International Conference on Learning Representations } ,
year = { 2022 } ,
url = { https://openreview.net/forum?id=cGDAkQo1C0p }
}
@inproceedings { Katsch2023GateLoopFD ,
title = { GateLoop: Fully Data-Controlled Linear Recurrence for Sequence Modeling } ,
author = { Tobias Katsch } ,
year = { 2023 } ,
url = { https://api.semanticscholar.org/CorpusID:265018962 }
}
@article { Zhou2024ValueRL ,
title = { Value Residual Learning For Alleviating Attention Concentration In Transformers } ,
author = { Zhanchao Zhou and Tianyi Wu and Zhiyun Jiang and Zhenzhong Lan } ,
journal = { ArXiv } ,
year = { 2024 } ,
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}
@article { Zhu2024HyperConnections ,
title = { Hyper-Connections } ,
author = { Defa Zhu and Hongzhi Huang and Zihao Huang and Yutao Zeng and Yunyao Mao and Banggu Wu and Qiyang Min and Xun Zhou } ,
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}