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Free sample reports, free tech support and a 30 day money-back guarantee. how to create barcode in ssrs report from Paris that have placed at least one order A prescriptive, algebraic formulation of the query could be the following: 1 Join Customers and Orders over CustomerId 2 Restrict the result to tuples for City Paris 3 Summarize the result over CustomerId and CustomerName to get distinct customers 4 Project the result over CustomerId and CustomerName A descriptive, calculus formulation of the query would be the following: Return CustomerId and CustomerName for customers from Paris for which exists some order The description of a query s result is very similar in tuple and domain calculus In both cases, it includes a description of the resulting header (also called a proto-tuple) and a description of constraints in terms of a predicate that uses a quanti ed expression In the example, CustomerId and CustomerName de ne the proto-tuple, the header of the resulting relation. 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The predicate in the example uses an existentially quanti ed statement for customers from Paris for which exists some order The word exists indicates quanti cation You create the predicate by combining logical expressions using the standard logical operators (Not), (And), and (Or) In addition, quanti ed expressions are necessary for relational calculus Therefore, the existential quanti er (Exists) and the universal quanti er (For all) are an indispensable part of relational calculus SQL allows you to express the desired result of a query in nearly human language It supports both logical operators and quanti ers Itzik has pointed out many times in this book that some problems are easier to solve when rephrased with a different predicate or are analyzed using reverse logic Now you can see that what this often means is that you are actually using relational calculus. 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