Nuprl Definition : fma_from_gcp

fma_from_gcp(g;r;c;a) ==  <a, λp:|g|. c.inj 1, λa.(λh:|g| ⟶ a.car. c.umap (a↓grp) p:|g|. λv:|r|. a.act (h p)))>



Definitions occuring in Statement :  gcopower_umap: g1.umap gcopower_inj: g1.inj grp_of_module: m↓grp alg_act: a.act alg_car: a.car tlambda: λx:T. b[x] apply: a lambda: λx.A[x] function: x:A ⟶ B[x] pair: <a, b> rng_one: 1 rng_car: |r| grp_car: |g|
Definitions occuring in definition :  pair: <a, b> gcopower_inj: g1.inj rng_one: 1 lambda: λx.A[x] function: x:A ⟶ B[x] alg_car: a.car gcopower_umap: g1.umap grp_of_module: m↓grp grp_car: |g| tlambda: λx:T. b[x] rng_car: |r| alg_act: a.act apply: a

Latex:
fma\_from\_gcp(g;r;c;a)  ==
    <a,  \mlambda{}p:|g|.  c.inj  p  1,  \mlambda{}a.(\mlambda{}h:|g|  {}\mrightarrow{}  a.car.  c.umap  (a\mdownarrow{}grp)  (\mlambda{}p:|g|.  \mlambda{}v:|r|.  a.act  v  (h  p)))>



Date html generated: 2016_05_16-AM-08_14_47
Last ObjectModification: 2015_09_23-AM-09_52_47

Theory : polynom_1


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