Imagine asking Siri or Google Assistant to set a reminder for tomorrow.
These speech recognition or voice assistant systems must accurately remember your request to set the reminder.
Traditional recurrent networks like backpropagation through time (BPTT) or real-time recurrent learning (RTRL) struggle to remember long sequences because error signals can either grow too big (explode) or shrink too much (vanish) as they move backward through time. This makes learning from a long-term context difficult or unstable.
Long short-term memory or LSTM networks solve this problem.
This artificial neural network type uses internal memory cells to consistently flow important information, allowing machine translation or speech recognition models to remember key details for longer without losing context or becoming unstable.
Long-short-term memory (LSTM) is an advanced, recurrent neural network (RNN) model that uses a forget, input, and output gate to learn and remember long-term dependencies in sequential data. Its ability to include feedback connections lets it accurately process data sequences instead of individual data points.
Invented in 1997 by Sepp Hochreiter and Jürgen Schmidhuber, LSTM addresses RNNs’ inability to predict words from long-term memory. As a solution, the gates in an LSTM architecture use memory cells to capture long-term and short-term memory. They regulate the information flow in and out of the memory cell.
Because of this, users don’t experience gradient exploding and vanishing, which usually occurs in standard RNNs. That’s why LSTM is ideal for natural language processing (NLP), language translation, speech recognition, and time series forecasting tasks.
Let’s look at the different components of the LSTM architecture.
The LSTM architecture uses three gates, input, forget, and output, to help the memory cell decide and control what memory to store, remove, and send out. These gates work together to manage the flow of information effectively.
This structure makes it easier to capture long-term dependencies.
Source: ResearchGate
The input gate decides what information to retain and pass to the memory cell based on the previous output and current sensor measurement data. It’s responsible for adding useful information to the cell state.
Input gate equation: it = σ (Wi [ht-1, xt] + bi) Ĉt = tanh (Wc [ht-1, xt] + bc) Ct = ft * Ct-1 + it * Ĉt Where, σ is the sigmoid activation function Tanh represents the tanh activation function Wi and Wi are weight matrices bi and bc are bias vectors ht-1 is the hidden state in the previous time step xt is the input vector at the current time step Ĉt is the candidate cell state Ct is the cell state ft is the forget gate vector it is the input gate vector * denotes element-wise multiplication |
The input gate uses the sigmoid function to control and filter values to remember. It creates a vector using the tanh function, which produces outputs ranging from -1 to +1 that contain all potential values between ht-1 and xt. Then, the formula multiplies the vector and regulated values to retain valuable information.
Finally, the equation multiplies the previous cell state element-wise with the forget gate and forgets values close to 0. The input gate then determines which new information from the current input to add to the cell state, using the candidate cell state to identify potential values.
The forget gate controls a memory cell’s self-recurrent link to forget previous states and prioritize what needs attention. It uses the sigmoid function to decide what information to remember and forget.
Forget gate equation: Ft = σ (Wf [ht-1, xt] + bf) Where, σ is the sigmoid activation function Wf is the weight matrix in the forget gate [ht-1, xt] is the sequence of the current input and the previous hidden state bf is the bias with the forget gate |
The forget gate formula shows how a forget gate uses a sigmoid function on the previous cell output (ht-1) and the input at a particular time (xt). It multiplies the weight matrix with the last hidden state and the current input and adds a bias term. Then, the gate passes the current input and hidden state data through the sigmoid function.
The activation function output ranges between 0 and 1 to decide if part of the old output is necessary, with values closer to 1 indicating importance. The cell later uses the output of f(t) for point-by-point multiplication.
The output gate extracts useful information from the current cell state to decide which information to use for the LSTM’s output.
Output gate equation: ot = σ (Wo [ht-1, xt] + bo) Where, ot is the output gate vector at time step t Wo denotes the weight matrix of the output gate ht-1 refers to the hidden state in the previous time step xt represents the input vector at the current time step t bo is the bias vector for the output gate |
It generates a vector by using the tanh function on the cell. Then, the sigmoid function regulates the information and filters the values to be remembered using inputs ht-1 and xt. Finally, the equation multiplies the vector values with regulated values to produce and send an input and output to the next cell.
On the other hand, the LSTM’s hidden state serves as the network’s short-term memory. The network refreshes the hidden state using the input, the current state of the memory cell, and the previous hidden state.
Unlike the hidden Markov model (HMM), which predetermines a finite number of states, LSTMs update hidden states based on memory. This hidden state’s memory retention ability helps LSTMs overcome long-time lags and tackle noise, distributed representations, and continuous values. That’s how LSTM keeps the training model unaltered while providing parameters like learning rates and input and output biases.
The main difference between LSTM and RNN architecture is the hidden layer, a gated unit or cell. While RNNs use a single neural net layer of tanh, LSTM architecture involves three logistic sigmoid gates and one tanh layer. These four layers interact to create a cell's output. The architecture then passes the output and the cell state to the next hidden layer. The gates decide which information to keep or discard in the next cell, with outputs ranging from 0 (reject all) to 1 (include all).
Next up: a closer look at the different forms LSTM networks can take.
There are X variations of LSTM networks, each with minor changes to the basic architecture to address specific challenges or improve performance. Let’s explore what they are.
Also known as vanilla LSTM, the classic LSTM is the foundational model Hochreiter and Schmidhuber promised in 1997.
This model's RNN architecture features memory cells, input gates, output gates, and forget gates to capture and remember sequential data patterns for longer periods. This variation’s ability to model long-range dependencies makes it ideal for time series forecasting, text generation, and language modeling.
This RNN’s name comes from its ability to process sequential data in both directions, forward and backward.
Bidirectional LSTMs involve two LSTM networks — one for processing input sequences in the forward direction and another in the backward direction. The LSTM then combines both outputs to produce the final result. Unlike traditional LSTMs, bidirectional LSTMs can quickly learn longer-range dependencies in sequential data.
BiLSTMs are used for speech recognition and natural language processing tasks like machine translation and sentiment analysis.
A GRU is a type of RNN architecture that combines a traditional LSTM’s input gate and forget fate into a single update gate. It earmarks cell state positions to match forgetting with new data entry points. Moreover, GRUs also combine cell state and hidden output into a single hidden layer. As a result, they require less computational resources than traditional LSTMs because of the simple architecture.
GRUs are popular in real-time processing and low-latency applications that need faster training. Examples include real-time language translation, lightweight time-series analysis, and speech recognition.
Convolutional LSTM is a hybrid neural network architecture that combines LSTM and convolutional neural networks (CNN) to process temporal and spatial data sequences.
It uses convolutional operations within LSTM cells instead of fully connected layers. As a result, it’s better able to learn spatial hierarchies and abstract representations in dynamic sequences while capturing long-term dependencies.
Convolutional LSTM’s ability to model complex spatiotemporal dependencies makes it ideal for computer vision applications, video prediction, environmental prediction, object tracking, and action recognition.
LSTMs using attention mechanisms in their architecture are known as LSTMs with attention mechanisms or attention-based LSTMs.
Attention in machine learning occurs when a model uses attention weights to focus on specific data elements at a given time step. The model dynamically adjusts these weights based on each element’s relevance to the current prediction.
This LSTM variant focuses on hidden state outputs to capture fine details and interpret results better. Attention-based LSTMs are ideal for tasks like machine translation, where accurate sequence alignment and strong contextual understanding are crucial. Other popular applications include image captioning and sentiment analysis.
A peephole LSTM is another LSTM architecture variant in which input, output, and forget gates use direct connections or peepholes to consider the cell state besides the hidden state while making decisions. This direct access to the cell state enables these LSTMs to make informed decisions about what data to store, forget, and share as output.
Peephole LSTMs are suitable for applications that must learn complex patterns and control the information flow within a network. Examples include summary extraction, wind speed precision, smart grid theft detection, and electricity load prediction.
Recurrent neural networks process sequential data, like speech, text, and time series data, using hidden states to retain past inputs. However, RNNs struggle to remember long sequences from several seconds earlier due to vanishing and exploding gradient problems.
LSTMs and gated RNNs address the limitations of traditional RNNs with gating mechanisms that can easily handle long-term dependencies. Gated RNNs use the reset gate and update gate to control the flow of information within the network. And LSTMs use input, forget, and output gates to capture long-term dependencies.
LSTM |
RNN |
Gated RNN |
|
Architecture |
Complex with memory cells and multiple gates |
Simple structure with a single hidden state |
Simplified version of LSTM with fewer gates |
Gates |
Three gates: input, forget, and output |
No gates |
Two gates: reset and update |
Long-term dependency handling |
Effective due to memory cell and forget gate |
Poor due to vanishing and exploding gradient problem |
Effective, similar to LSTM, but with fewer parameters |
Memory mechanism |
Explicit long-term and short-term memory |
Only short-term memory |
Combines short-term and long-term memory into fewer units |
Training time |
Slower due to multiple gates and complex architecture |
Faster to train due to simpler structure |
Faster than LSTM, slower than RNN due to fewer gates |
Use cases |
Complex tasks like speech recognition, machine translation, and sequence prediction |
Short sequence tasks like stock prediction or simple time series forecasting |
Similar tasks as LSTM but with better efficiency in resource-constrained environments |
LSTM models are ideal for sequential data processing applications like language modeling, speech recognition, machine translation, time series forecasting, and anomaly detection. Let’s look at a few of these applications in detail.
For instance, they can forecast stock prices and market trends by analyzing historical data and periodic pattern changes. LSTMs also excel in weather forecasting, using past weather data to predict future conditions more accurately.
Organizations also use LSTM models for image processing, video analysis, recommendation engines, autonomous driving, and robot control.
Despite having many advantages, LSTMs suffer from different challenges because of their computational complexity, memory-intensive nature, and training time.
Despite these challenges, LSTMs remain the go-to choice for tech companies, data scientists, and ML engineers looking to handle sequential data and temporal patterns where long-term dependencies matter.
Next time you chat with Siri or Alexa, remember: LSTMs are the real MVPs behind the scenes.
They help you overcome the challenges of traditional RNNs and retain critical information. LSTM models tackle information decay with memory cells and gates, both crucial for maintaining a hidden state that captures and remembers relevant details over time.
While already foundational in speech recognition and machine translation, LSTMs are increasingly paired with models like XGBoost or Random Forests for smarter forecasting.
With transfer learning and hybrid architectures gaining traction, LSTMs continue to evolve as versatile building blocks in modern AI stacks.
As more teams look for models that balance long-term context with scalable training, LSTMs quietly ride the wave from enterprise ML pipelines to the next generation of conversational AI.
Looking to use LSTM to get helpful information from massive unstructured documents? Get started with this guide on named entity recognition (NER) to get the basics right.
Edited by Supanna Das
Sagar Joshi is a former content marketing specialist at G2 in India. He is an engineer with a keen interest in data analytics and cybersecurity. He writes about topics related to them. You can find him reading books, learning a new language, or playing pool in his free time.
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