Overfitting and Underfitting in Machine Learning Gradient Descent in Machine Learning



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Solution by Hopfield Network


While considering the solution of this TSP by Hopfield network, every node in the network corresponds to one element in the matrix.

Energy Function Calculation


To be the optimized solution, the energy function must be minimum. On the basis of the following constraints, we can calculate the energy function as follows −

Constraint-I


First constraint, on the basis of which we will calculate energy function, is that one element must be equal to 1 in each row of matrix M and other elements in each row must equal to 0 because each city can occur in only one position in the TSP tour. This constraint can mathematically be written as follows −
nj=1Mx,j=1forx∈{1,...,n}
Now the energy function to be minimized, based on the above constraint, will contain a term proportional to −
nx=1(1−nj=1Mx,j)2

Constraint-II


As we know, in TSP one city can occur in any position in the tour hence in each column of matrix M, one element must equal to 1 and other elements must be equal to 0. This constraint can mathematically be written as follows −
nx=1Mx,j=1forj∈{1,...,n}
Now the energy function to be minimized, based on the above constraint, will contain a term proportional to −
nj=1(1−nx=1Mx,j)2
Machine Learning Pipeline
It is beneficial to look at the stages which many data science teams go through to understand the benefits of a machine learning pipeline. Implementing the first machine learning models tends to be very problem-oriented, and data scientists focus on producing a model to solve a single business problem, for example, classifying images.
The Manual Cycle Teams tend to start with a manual workflow, where no real infrastructure exists. The data collection, data cleaning, model training and evaluation are likely written in a single notebook. The notebook is run locally to produce a model, which is handed over to an engineer tasked with turning it into an API endpoint. Essentially, in this workflow, the model is the product.
The manual workflow is often ad-hoc and starts to break down when a team begins to speed up its iteration cycle because manual processes are difficult to repeat and document. A code monolith, even in notebook format, tends to be unsuitable for collaboration.
Characteristics of a manual ML pipeline:

Once teams move from a stage where they are occasionally updating a single model to having multiple frequently updating models in production, a pipeline approach becomes paramount. In this workflow, you don’t build and maintain a model. You develop and maintain a pipeline. The pipeline is the product.

An automated pipeline consists of components and a blueprint for how those are coupled to produce and update the most crucial component – the model.
In the automated workflow, solid engineering principles become more into play. The code is split into more manageable components, such as data validation, model training, model evaluation, and re-training triggering.
The system offers the ability to execute, iterate, and monitor a single component in the context of the entire pipeline with the same ease and rapid iteration as running a local notebook cell on a laptop. It also lets you define the required inputs and outputs, library dependencies, and monitored metrics.
This ability to split the problem solving into reproducible, predefined, and executable components forces the team to adhere to a joined process. A joined process, in turn, creates a well-defined language between the data scientists and the engineers and also eventually leads to an automated setup that is the ML equivalent of continuous integration (CI) – a product capable of auto-updating itself.
Characteristics of an automated ML pipeline:

  • The pipeline is the product

  • Fully automated process

  • Co-operation between the data scientist and the engineer

  • Fast iteration cycle

  • Automated testing and performance monitoring

  • Version-controlled


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