However, I would prefer that my default image viewer be used rather than the one provided by calibre.This PDF to Epub converter offers you more options than just the ability to convert PDF to Epub and unlike Calibre the process is simple, straightforward and effective. But it is good for maps because one often wants to refer to them repeatedly.
There are web sites that will convert an image of a formula to mathML, I've used them a couple of times with some success.ĭisassociating images from the adjacent text into a separate window also doesn't work effectively for traditional graphs and infographs. I have Sigil, ADE and EPUBReader (firefox extension) in there for EPUB if/when I can figure out how, I'll have Readium (chrome extension) in there too This optional calibre PI => Open With ( ← click) provides the wherewithal to open file types in alternate programs (including jpeg for the editing of covers), its similar in function to the Windows Open With, with the added feature that they can be given keyboard shortcuts. dmonasse - If you prefer to read EPUB's with a program other than the calibre ebook-viewer program then associate the EPUB file type with your program of choice in your OS, and uncheck EPUB in the Preferences->Behaviour->Use internal viewer for: list. By example, look at the following in ebook viewer without zooming: I insert in the text some images (mathematical or chemical formulas, and so on). Sorry for the inconvenience.īut I have to explain precisely my difficulties.
I'm just a mathematics and computer science teacher and perhaps my english is not so good (I never learnt it at school, just german, latin and greek). I don't want any polemic and I understand that, in the Navy, the language may be a bit rude. Montrer que est une matrice de permutation.(This code is a bit tricky to bypass a bug in iBooks: iBooks don't respect the dimensions of the images, but he respects the dimensions of the spans)Īs you see, zooming the image in another window is not always the solution. On suppose que tous les coefficients de sont des entiers naturels et que
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