Fourier, Jean Baptiste Joseph, baron, 1768-1830 · Cambridge [Eng.] : University Press · leaf 334
could not enter uponthis investigation, without departing too far from our main object. It is sufficient to have indicated the methods which haveenabled us to express the values of series by definite integrals. We will add only the development of the quantity 6 fj^ in acontinued fraction. 313. The… … _ __ 1-2-3-4-5- &c/ &c.; whence we conclude Thus the value of the function — > ,x- which enters into the 7W) definite equation, when expressed as an infinite continuedfraction, is _0_ ±_ _0_ _0_ 61-2-3-4- 5-&C. 314. We shall now state the results at which we have up to |this point…
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