collapsing function造句

例句与造句

1. There are several ways to do this, described to some extent in the article on ordinal collapsing function.
2. Ordinal collapsing functions are typically denoted using some variation of either the Greek letter \ psi ( psi ) or \ theta ( theta ).
3. An example of how this works will be detailed below, for an ordinal collapsing function defining the Bachmann-Howard ordinal ( i . e ., defining a system of notations up to the Bachmann-Howard ordinal ).
4. Although the information and text is present, the collapse functionality of the navigation box does not function . how can the collapse function be replicated in HTML . many thnakyous   Preceding contribs ) 17 : 34, 14 August 2008 ( UTC)
5. The " Triple Curve ", or " typical collapse function ", is an economic model developed by LaRouche which tries to illustrate the growth of financial aggregates at the expense of the physical economy and how this leads to an inevitably collapsing bubble economy.
6. It's difficult to find collapsing function in a sentence. 用collapsing function造句挺难的
7. Most systems of notation use symbols such as ? ( ? ), ? ( ? ), ? ? ( ? ), some of which are modifications of the Veblen functions to produce countable ordinals even for uncountable arguments, and some of which are ordinal collapsing functions.
8. Most systems of notation use symbols such as ? ( ? ), ? ( ? ), ? ? ( ? ), some of which are modifications of the Veblen functions to produce countable ordinals even for uncountable arguments, and some of which are " collapsing functions ".
9. Unfortunately there is no standard notation for ordinals at and beyond the Feferman Sch黷te ordinal, so there are several ways of representing it, some of which use ordinal collapsing functions : \ psi ( \ Omega ^ \ Omega ), \ theta ( \ Omega ) or \ phi _ \ Omega ( 0)
10. The use and definition of ordinal collapsing functions is inextricably intertwined with the theory of ordinal analysis, since the large countable ordinals defined and denoted by a given collapse are used to describe the ordinal-theoretic strength of certain formal systems, typically subsystems of Martin-L鰂-style systems of intuitionistic type theory.
11. The details of the definition of ordinal collapsing functions vary, and get more complicated as greater ordinals are being defined, but the typical idea is that whenever the notation system  runs out of fuel and cannot name a certain ordinal, a much larger ordinal is brought  from above to give a name to that critical point.