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Searched refs:induction (Results 1 – 16 of 16) sorted by relevance

/dflybsd-src/contrib/gcc-4.7/gcc/doc/
H A Dloop.texi16 RTL, as well as the interfaces to loop-related analyses (induction
52 Heuristic based on profile information and structure of the induction
242 @item @code{create_iv}: Creates a new induction variable. Only works on
284 @item In induction variable analysis, it is not necessary to specify the
310 Scalar evolutions (SCEV) are used to represent results of induction
313 express values of polynomial induction variables, but it is possible to
336 induction variable. It will only resolve the SSA names defined in the
365 induction variables. In this case, the extra expressive power of SCEV
374 The induction variable on RTL is simple and only allows analysis of
375 affine induction variables, and only in one loop at once. The interface
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H A Dpasses.texi413 Canonical induction variable creation. This pass creates a simple counter
419 Induction variable optimizations. This pass performs standard induction
420 variable optimizations, including strength reduction, induction variable
421 merging and induction variable elimination. The pass is implemented in
H A Dinvoke.texi7402 Perform induction variable optimizations (strength reduction, induction
7403 variable merging and induction variable elimination) on trees.
7496 Enables expressing of values of induction variables in later iterations
8784 Bound on number of candidates for induction variables below that
8785 all candidates are considered for each use in induction variable
8790 The induction variable optimizations give up on loops that contain more
8791 induction variable uses.
H A Dmd.texi6358 cannot be used within the loop (i.e., general induction variables cannot
6359 be derived from it), however, in many cases the loop induction variable
/dflybsd-src/contrib/gcc-8.0/gcc/
H A Dgimple-loop-interchange.cc101 typedef struct induction struct
696 struct induction *iv = XCNEW (struct induction); in analyze_induction_var()
711 struct induction *iv = XCNEW (struct induction); in analyze_induction_var()
H A Dpredict.def143 /* Branches to compare induction variable to a loop bound is
H A Dparams.def515 /* Bound on number of candidates for induction variables below that
516 all candidates are considered for each use in induction variable
524 /* The induction variable optimizations give up on loops that contain more
525 induction variable uses. */
H A Dcommon.opt1779 Optimize induction variables on trees.
2339 Split lifetimes of induction variables when loops are unrolled.
2595 Create canonical induction variables in loops.
2674 ; Nonzero means that loop optimizer may assume that the induction variables
/dflybsd-src/contrib/gcc-4.7/gcc/
H A Dparams.def458 /* Bound on number of candidates for induction variables below that
459 all candidates are considered for each use in induction variable
467 /* The induction variable optimizations give up on loops that contain more
468 induction variable uses. */
H A Dcommon.opt1373 Optimize induction variables on trees
1801 Split lifetimes of induction variables when loops are unrolled
1998 Create canonical induction variables in loops
2060 ; Nonzero means that loop optimizer may assume that the induction variables
/dflybsd-src/usr.bin/calendar/calendars/
H A Dcalendar.history335 08/29 Michael Faraday discovers electromagnetic induction, 1831
/dflybsd-src/contrib/file/magic/Magdir/
H A Daudio826 # format specification, this is just based on induction
/dflybsd-src/share/dict/
H A Dweb2a2014 anti-induction
30157 induction balance
30158 induction bridge
30159 induction coil
30160 induction compass
30161 induction furnace
30162 induction generator
30163 induction instrument
30164 induction machine
30165 induction meter
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H A Dweb293810 induction
/dflybsd-src/games/fortune/datfiles/
H A Dfortunes3865 Well, 1 is prime, 3 is prime, 5 is prime, and by induction, we have that all
9376 will be going in the right direction. Proof by induction:
9383 induction hypothesis. If you are on the N+1st floor, then both you
14904 3 is prime. 5 is prime. 7 is prime. By induction, all
17637 instruction -- from which, by induction, one can deduce that every
31663 Proof (by induction):
39354 SAMPLE: Proof of induction without proof of induction.
49933 Proceed by induction:
H A Dfortunes-o1014 Afterwards, Milli-Amp tried self-induction and damaged her solenoids.