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<delta> teferi, they are nbh of a, and b respectively. <teferi> ahhh, I see <teferi> thank you! <foster> g'afternoon everyone <xolution> Quick question, I'm sure it's something small I'm not seeing. I have two groups G and G' (with identities n and n', respectively), and a function f:G->G' that's a homomorphism. I want to show that ker(f) = {n} => f is injective. <delta> xolution, what does mean f is injective? <xolution> one-to-one <delta> xolution, that is? <xolution> For all a,b f(a) = f(b) => a = b <ski> if it maps two things to the same result, then the two things must be the same <delta> xolution, do you mean f(a)(f(b))^{-1}=n' => a = b ? <xolution> ah, i see it now <xolution> thanks, delta <Defty> Does The Matrix have an inverse matrix? <Defty> j/k <Defty> "n/k" ,p <ski> maybe it's a singular matrix ? <Defty> ok so we're all projections of the matrix, but is it possible to find the original thing that's actually projected <IseeIsee> i have a 15X16 augmented matrix <IseeIsee> I want to know its solution <IseeIsee> the solution of this matrix <IseeIsee> is there any website or software where I can put it and check <Defty> ask mbot in private, {{1,2},{3,4}} would be a 2x2 matrix and . means matrix product in between the matrix and a vector for instance <IseeIsee> whats mbot ? <paolo> is there somewhere the syntax that mbot can understand? <lillpelle> yes, www.wolfram.com
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