Library Coq.Reals.Reals

The library REALS is divided in 6 parts :

• Rbase: basic lemmas on R equalities and inequalities Ring and Field are instantiated on R
• Rfunctions: some useful functions (Rabsolu, Rmin, Rmax, fact...)
• SeqSeries: theory of sequences and series
• Rtrigo: theory of trigonometric functions
• Ranalysis: some topology and general results of real analysis (mean value theorem, intermediate value theorem,...)
• Integration: Newton and Riemann' integrals

Tactics are:

• DiscrR: for goals like ``?1<>0``
• Sup: for goals like ``?1<?2``
• RCompute: for equalities with constants like ``10*10==100``
• Reg: for goals like (continuity_pt ?1 ?2) or (derivable_pt ?1 ?2)