variable symbol उदाहरण वाक्य
उदाहरण वाक्य
- Putting a variable symbol in the payment order was modified by Decree CNB 62 / 2004 Coll . ( Repealed Decree of the Czech National Bank No . 169 / 2011 Coll . without compensation, despite the repealed ordinance is still in practice ).
- Another aspect of the logic as Boolos defines it, crucial to this bypassing of Russell's paradox, is the fact that sentences of the form F ( \ bar { x } ) are not well-formed : predicate names can only combine with singular variable symbols, not plural variable symbols.
- Another aspect of the logic as Boolos defines it, crucial to this bypassing of Russell's paradox, is the fact that sentences of the form F ( \ bar { x } ) are not well-formed : predicate names can only combine with singular variable symbols, not plural variable symbols.
- A model is defined as a tuple ( D, V, s, R ) where D is the domain, V is a collection of valuations V _ F for each predicate name F in the usual sense, and s is a Tarskian sequence ( assignment of values to variables ) in the usual sense ( i . e . a map from singular variable symbols to elements of D ).
- Where for singular variable symbols, s \ approx _ x s'means that for all singular variable symbols y other than x, it holds that s _ y = s'_ y, and for plural variable symbols, R \ approx _ \ bar { x } R'means that for all plural variable symbols \ bar { y } other than \ bar { x }, and for all objects of the domain d, it holds that dR \ bar { y } = dR'\ bar { y }.
- Where for singular variable symbols, s \ approx _ x s'means that for all singular variable symbols y other than x, it holds that s _ y = s'_ y, and for plural variable symbols, R \ approx _ \ bar { x } R'means that for all plural variable symbols \ bar { y } other than \ bar { x }, and for all objects of the domain d, it holds that dR \ bar { y } = dR'\ bar { y }.
- Where for singular variable symbols, s \ approx _ x s'means that for all singular variable symbols y other than x, it holds that s _ y = s'_ y, and for plural variable symbols, R \ approx _ \ bar { x } R'means that for all plural variable symbols \ bar { y } other than \ bar { x }, and for all objects of the domain d, it holds that dR \ bar { y } = dR'\ bar { y }.
- Where for singular variable symbols, s \ approx _ x s'means that for all singular variable symbols y other than x, it holds that s _ y = s'_ y, and for plural variable symbols, R \ approx _ \ bar { x } R'means that for all plural variable symbols \ bar { y } other than \ bar { x }, and for all objects of the domain d, it holds that dR \ bar { y } = dR'\ bar { y }.