In relational terminology, selection is defined as taking the horizontal subset of rows of a single table that satisfies a particular condition. This kind of SELECT statement returns some of the rows and all the columns in a table.
Selection Operator performs horizontal partitioning of the relation. Projection operator performs vertical partitioning of the relation.
Select is used to select all columns of a specific tuple. Project is used to select specific columns.
Projection queries allow you to query Datastore for just those specific properties of an entity that you actually need, at lower latency and cost than retrieving the entire entity. Projection queries are similar to SQL queries of the form: SELECT name, email, phone FROM CUSTOMER.
Exactly.
Projection means choosing which columns (or expressions) the query shall return.
Selection means which rows are to be returned.
if the query is
select a, b, c from foobar where x=3;
then "a, b, c" is the projection part, "where x=3" the selection part.
Simply PROJECTION deals with elimination or selection of columns, while SELECTION deals with elimination or selection of rows.
Projection: what ever typed in select clause i.e, 'column list' or '*' or 'expressions' that becomes under projection.
*selection:*what type of conditions we are applying on that columns i.e, getting the records that comes under selection.
For example:
SELECT empno,ename,dno,job from Emp
WHERE job='CLERK';
in the above query the columns "empno,ename,dno,job" those comes under projection, "where job='clerk'" comes under selection
Projections and Selections are two unary operations in Relational Algebra and has practical applications in RDBMS (relational database management systems).
In practical sense, yes Projection means selecting specific columns (attributes) from a table and Selection means filtering rows (tuples). Also, for a conventional table, Projection and Selection can be termed as vertical and horizontal slicing or filtering.
Wikipedia provides more formal definitions of these with examples and they can be good for further reading on relational algebra:
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