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First-order logic—also known as predicate logic, quantificational logic, and first-order predicate calculus—is a collection of formal systems used in mathematics, philosophy, linguistics, and computer science.
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How to Login with FOL
FOL Full Details: If you are already a registered user, you do not need to create a new account; Learn the complete login guide with step-by-step if you have any problems signing in to account.
Go to the FOL Login page via clicking official link below.
Enter your email or password, and Click on Submit. The login screen appears on successful login.
Congratulations!! You are currently logged in successfully to FOL Account.
It is a simple and easy process to register as a new user, to create a new account in FOL, first, go to the user registration page.
Fill the registration form correctly and submit it.
You have to fill in your email address, full name, and password and click on the Submit button to complete the Procedure to create FOL account.
Function returns a value that is in the domain, mapping n elements to a single member of the domain. Predicate confirms whether the relation you are trying to make is true or not according to the axioms and inference rules you are following in your system.
(Sentence) A sentence of FOL is a formula having no free variables. Check that there are no free variables in the axioms in Example 2.1. 1, i.e., they are all sentences. Up to this point, we have seen only a few examples with going back-and-forth between sentences in natural language and in FOL.
A predicate is a well-formed formula that can be evaluated to true or false in function of the values of the variables that occur in it. It can thus be considered as a Boolean-valued function. A predicate consists of atomic formulas connected with logical connectives.
At The End
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