Empty bibliography and citation undefined - bibliography

I'm writting my bachelor thesis and I encountered a problem with the bibliography. I've tried many different solutions (including changing Texmaker configurations, reinstallating Texmaker and so on). Nothing helped. There're always "Citation 'shabbir2010' [..] undefined" and "Empty bibliography" errors.
my code:
\documentclass[12pt, oneside, a4paper]{report}
\usepackage[cp1250]{inputenc}
\usepackage{polski}
\usepackage[T1]{fontenc}
\usepackage{txfonts}
\usepackage{textcomp}
\usepackage[left=3cm, right=2cm, top=2cm, bottom=2cm, headsep=1cm]{geometry}
\usepackage{graphicx}
\usepackage{indentfirst}
\usepackage[style=numeric, sorting=none]{biblatex}
\addbibresource{cytowania.bib}
\linespread{1.3}
\begin{document}
my content \cite{shabbir2010}
\printbibliography
\end{document}
my .bib file (from Google Scholar):
#article{shabbir2010,
author = {Shabbir, G and Khan, H and Sadiq, MA},
title = {A note on Exact solution of SIR and SIS epidemic models},
journal = {arXiv preprint arXiv:1012.5035},
date = {2010},
keywords = {trusted},
}
I have Windows 10 and Texmaker 5.0.4. Please help..

Related

Why can't I search for the post whose title contains "latex"?

I have write a article and put it on my local apache2,you can see that it is the second article.
Show the content in the article.
Why can't search it ?
In case you're looking for a Sphinx documentation tool solution
You can install the jieba. More details about its configuration can be found in this answer (which of course you know).
As that only didn't solve the issue, I assume you want to search both chinese and english characters. That is controlled in your html_search_language in your conf.py and isn't also something new. animalize suggests to use the following patter for Latin words
r'[a-zA-Z0-9_]+'
In case you're looking for a Sphinx search engine solution
One has to tell Sphinx that the document has CJK characters for the indexer to index CJK documents properly.
In order to do so, one has to set these parameters to the index configuration file:
charset_type – utf-8.
charset_table –
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U+2F826->U+52C9, U+2F827->U+52E4, U+2F828->U+52FA, U+2F829->U+5305, U+2F82A->U+5306, U+2F82B->U+5317, U+2F82C->U+5349, U+2F82D->U+5351, U+2F82E->U+535A, U+2F82F->U+5373, U+2F830->U+537D, U+2F831->U+537F, U+2F832->U+537F, U+2F833->U+537F, U+2F834->U+20A2C, U+2F835->U+7070, U+2F836->U+53CA, U+2F837->U+53DF, U+2F838->U+20B63, U+2F839->U+53EB, U+2F83A->U+53F1, U+2F83B->U+5406, U+2F83C->U+549E, U+2F83D->U+5438, U+2F83E->U+5448, U+2F83F->U+5468, U+2F840->U+54A2, U+2F841->U+54F6, U+2F842->U+5510, U+2F843->U+5553, U+2F844->U+5563, U+2F845->U+5584, U+2F846->U+5584, U+2F847->U+5599, U+2F848->U+55AB, U+2F849->U+55B3, U+2F84A->U+55C2, U+2F84B->U+5716, U+2F84C->U+5606, U+2F84D->U+5717, U+2F84E->U+5651, U+2F84F->U+5674, U+2F850->U+5207, U+2F851->U+58EE, U+2F852->U+57CE, U+2F853->U+57F4, U+2F854->U+580D, U+2F855->U+578B, U+2F856->U+5832, U+2F857->U+5831, U+2F858->U+58AC, U+2F859->U+214E4, U+2F85A->U+58F2, U+2F85B->U+58F7, U+2F85C->U+5906, U+2F85D->U+591A, U+2F85E->U+5922, U+2F85F->U+5962, U+2F860->U+216A8, U+2F861->U+216EA, U+2F862->U+59EC, U+2F863->U+5A1B, U+2F864->U+5A27, U+2F865->U+59D8, U+2F866->U+5A66, U+2F867->U+36EE, U+2F868->U+36FC, U+2F869->U+5B08, U+2F86A->U+5B3E, U+2F86B->U+5B3E, U+2F86C->U+219C8, U+2F86D->U+5BC3, U+2F86E->U+5BD8, U+2F86F->U+5BE7, U+2F870->U+5BF3, U+2F871->U+21B18, U+2F872->U+5BFF, U+2F873->U+5C06, U+2F874->U+5F53, U+2F875->U+5C22, U+2F876->U+3781, U+2F877->U+5C60, U+2F878->U+5C6E, U+2F879->U+5CC0, U+2F87A->U+5C8D, U+2F87B->U+21DE4, U+2F87C->U+5D43, U+2F87D->U+21DE6, U+2F87E->U+5D6E, U+2F87F->U+5D6B, U+2F880->U+5D7C, U+2F881->U+5DE1, U+2F882->U+5DE2, U+2F883->U+382F, U+2F884->U+5DFD, U+2F885->U+5E28, U+2F886->U+5E3D, U+2F887->U+5E69, U+2F888->U+3862, U+2F889->U+22183, U+2F88A->U+387C, U+2F88B->U+5EB0, U+2F88C->U+5EB3, U+2F88D->U+5EB6, U+2F88E->U+5ECA, U+2F88F->U+2A392, U+2F890->U+5EFE, U+2F891->U+22331, U+2F892->U+22331, U+2F893->U+8201, U+2F894->U+5F22, U+2F895->U+5F22, U+2F896->U+38C7, U+2F897->U+232B8, U+2F898->U+261DA, U+2F899->U+5F62, U+2F89A->U+5F6B, U+2F89B->U+38E3, U+2F89C->U+5F9A, U+2F89D->U+5FCD, U+2F89E->U+5FD7, U+2F89F->U+5FF9, U+2F8A0->U+6081, U+2F8A1->U+393A, U+2F8A2->U+391C, U+2F8A3->U+6094, U+2F8A4->U+226D4, U+2F8A5->U+60C7, U+2F8A6->U+6148, U+2F8A7->U+614C, U+2F8A8->U+614E, U+2F8A9->U+614C, U+2F8AA->U+617A, U+2F8AB->U+618E, U+2F8AC->U+61B2, U+2F8AD->U+61A4, U+2F8AE->U+61AF, U+2F8AF->U+61DE, U+2F8B0->U+61F2, U+2F8B1->U+61F6, U+2F8B2->U+6210, U+2F8B3->U+621B, U+2F8B4->U+625D, U+2F8B5->U+62B1, U+2F8B6->U+62D4, U+2F8B7->U+6350, U+2F8B8->U+22B0C, U+2F8B9->U+633D, U+2F8BA->U+62FC, U+2F8BB->U+6368, U+2F8BC->U+6383, U+2F8BD->U+63E4, U+2F8BE->U+22BF1, U+2F8BF->U+6422, U+2F8C0->U+63C5, U+2F8C1->U+63A9, U+2F8C2->U+3A2E, U+2F8C3->U+6469, U+2F8C4->U+647E, U+2F8C5->U+649D, U+2F8C6->U+6477, U+2F8C7->U+3A6C, U+2F8C8->U+654F, U+2F8C9->U+656C, U+2F8CA->U+2300A, U+2F8CB->U+65E3, U+2F8CC->U+66F8, U+2F8CD->U+6649, U+2F8CE->U+3B19, U+2F8CF->U+6691, U+2F8D0->U+3B08, U+2F8D1->U+3AE4, U+2F8D2->U+5192, U+2F8D3->U+5195, U+2F8D4->U+6700, U+2F8D5->U+669C, U+2F8D6->U+80AD, U+2F8D7->U+43D9, U+2F8D8->U+6717, U+2F8D9->U+671B, U+2F8DA->U+6721, U+2F8DB->U+675E, U+2F8DC->U+6753, U+2F8DD->U+233C3, U+2F8DE->U+3B49, U+2F8DF->U+67FA, U+2F8E0->U+6785, U+2F8E1->U+6852, U+2F8E2->U+6885, U+2F8E3->U+2346D, U+2F8E4->U+688E, U+2F8E5->U+681F, U+2F8E6->U+6914, U+2F8E7->U+3B9D, U+2F8E8->U+6942, U+2F8E9->U+69A3, U+2F8EA->U+69EA, U+2F8EB->U+6AA8, U+2F8EC->U+236A3, U+2F8ED->U+6ADB, U+2F8EE->U+3C18, U+2F8EF->U+6B21, U+2F8F0->U+238A7, U+2F8F1->U+6B54, U+2F8F2->U+3C4E, U+2F8F3->U+6B72, U+2F8F4->U+6B9F, U+2F8F5->U+6BBA, U+2F8F6->U+6BBB, U+2F8F7->U+23A8D, U+2F8F8->U+21D0B, U+2F8F9->U+23AFA, U+2F8FA->U+6C4E, U+2F8FB->U+23CBC, U+2F8FC->U+6CBF, U+2F8FD->U+6CCD, U+2F8FE->U+6C67, U+2F8FF->U+6D16, U+2F900->U+6D3E, U+2F901->U+6D77, U+2F902->U+6D41, U+2F903->U+6D69, U+2F904->U+6D78, U+2F905->U+6D85, U+2F906->U+23D1E, U+2F907->U+6D34, U+2F908->U+6E2F, U+2F909->U+6E6E, U+2F90A->U+3D33, U+2F90B->U+6ECB, U+2F90C->U+6EC7, U+2F90D->U+23ED1, U+2F90E->U+6DF9, U+2F90F->U+6F6E, U+2F910->U+23F5E, U+2F911->U+23F8E, U+2F912->U+6FC6, U+2F913->U+7039, U+2F914->U+701E, U+2F915->U+701B, U+2F916->U+3D96, U+2F917->U+704A, U+2F918->U+707D, U+2F919->U+7077, U+2F91A->U+70AD, U+2F91B->U+20525, U+2F91C->U+7145, U+2F91D->U+24263, U+2F91E->U+719C, U+2F91F->U+243AB, U+2F920->U+7228, U+2F921->U+7235, U+2F922->U+7250, U+2F923->U+24608, U+2F924->U+7280, U+2F925->U+7295, U+2F926->U+24735, U+2F927->U+24814, U+2F928->U+737A, U+2F929->U+738B, U+2F92A->U+3EAC, U+2F92B->U+73A5, U+2F92C->U+3EB8, U+2F92D->U+3EB8, U+2F92E->U+7447, U+2F92F->U+745C, U+2F930->U+7471, U+2F931->U+7485, U+2F932->U+74CA, U+2F933->U+3F1B, U+2F934->U+7524, U+2F935->U+24C36, U+2F936->U+753E, U+2F937->U+24C92, U+2F938->U+7570, U+2F939->U+2219F, U+2F93A->U+7610, U+2F93B->U+24FA1, U+2F93C->U+24FB8, U+2F93D->U+25044, U+2F93E->U+3FFC, U+2F93F->U+4008, U+2F940->U+76F4, U+2F941->U+250F3, U+2F942->U+250F2, U+2F943->U+25119, U+2F944->U+25133, U+2F945->U+771E, U+2F946->U+771F, U+2F947->U+771F, U+2F948->U+774A, U+2F949->U+4039, U+2F94A->U+778B, U+2F94B->U+4046, U+2F94C->U+4096, U+2F94D->U+2541D, U+2F94E->U+784E, U+2F94F->U+788C, U+2F950->U+78CC, U+2F951->U+40E3, U+2F952->U+25626, U+2F953->U+7956, U+2F954->U+2569A, U+2F955->U+256C5, U+2F956->U+798F, U+2F957->U+79EB, U+2F958->U+412F, U+2F959->U+7A40, U+2F95A->U+7A4A, U+2F95B->U+7A4F, U+2F95C->U+2597C, U+2F95D->U+25AA7, U+2F95E->U+25AA7, U+2F95F->U+7AEE, U+2F960->U+4202, U+2F961->U+25BAB, U+2F962->U+7BC6, U+2F963->U+7BC9, U+2F964->U+4227, U+2F965->U+25C80, U+2F966->U+7CD2, U+2F967->U+42A0, U+2F968->U+7CE8, U+2F969->U+7CE3, U+2F96A->U+7D00, U+2F96B->U+25F86, U+2F96C->U+7D63, U+2F96D->U+4301, U+2F96E->U+7DC7, U+2F96F->U+7E02, U+2F970->U+7E45, U+2F971->U+4334, U+2F972->U+26228, U+2F973->U+26247, U+2F974->U+4359, U+2F975->U+262D9, U+2F976->U+7F7A, U+2F977->U+2633E, U+2F978->U+7F95, U+2F979->U+7FFA, U+2F97A->U+8005, U+2F97B->U+264DA, U+2F97C->U+26523, U+2F97D->U+8060, U+2F97E->U+265A8, U+2F97F->U+8070, U+2F980->U+2335F, U+2F981->U+43D5, U+2F982->U+80B2, U+2F983->U+8103, U+2F984->U+440B, U+2F985->U+813E, U+2F986->U+5AB5, U+2F987->U+267A7, U+2F988->U+267B5, U+2F989->U+23393, U+2F98A->U+2339C, U+2F98B->U+8201, U+2F98C->U+8204, U+2F98D->U+8F9E, U+2F98E->U+446B, U+2F98F->U+8291, U+2F990->U+828B, U+2F991->U+829D, U+2F992->U+52B3, U+2F993->U+82B1, U+2F994->U+82B3, U+2F995->U+82BD, U+2F996->U+82E6, U+2F997->U+26B3C, U+2F998->U+82E5, U+2F999->U+831D, U+2F99A->U+8363, U+2F99B->U+83AD, U+2F99C->U+8323, U+2F99D->U+83BD, U+2F99E->U+83E7, U+2F99F->U+8457, U+2F9A0->U+8353, U+2F9A1->U+83CA, U+2F9A2->U+83CC, U+2F9A3->U+83DC, U+2F9A4->U+26C36, U+2F9A5->U+26D6B, U+2F9A6->U+26CD5, U+2F9A7->U+452B, U+2F9A8->U+84F1, U+2F9A9->U+84F3, U+2F9AA->U+8516, U+2F9AB->U+273CA, U+2F9AC->U+8564, U+2F9AD->U+26F2C, U+2F9AE->U+455D, U+2F9AF->U+4561, U+2F9B0->U+26FB1, U+2F9B1->U+270D2, U+2F9B2->U+456B, U+2F9B3->U+8650, U+2F9B4->U+865C, U+2F9B5->U+8667, U+2F9B6->U+8669, U+2F9B7->U+86A9, U+2F9B8->U+8688, U+2F9B9->U+870E, U+2F9BA->U+86E2, U+2F9BB->U+8779, U+2F9BC->U+8728, U+2F9BD->U+876B, U+2F9BE->U+8786, U+2F9BF->U+45D7, U+2F9C0->U+87E1, U+2F9C1->U+8801, U+2F9C2->U+45F9, U+2F9C3->U+8860, U+2F9C4->U+8863, U+2F9C5->U+27667, U+2F9C6->U+88D7, U+2F9C7->U+88DE, U+2F9C8->U+4635, U+2F9C9->U+88FA, U+2F9CA->U+34BB, U+2F9CB->U+278AE, U+2F9CC->U+27966, U+2F9CD->U+46BE, U+2F9CE->U+46C7, U+2F9CF->U+8AA0, U+2F9D0->U+8AED, U+2F9D1->U+8B8A, U+2F9D2->U+8C55, U+2F9D3->U+27CA8, U+2F9D4->U+8CAB, U+2F9D5->U+8CC1, U+2F9D6->U+8D1B, U+2F9D7->U+8D77, U+2F9D8->U+27F2F, U+2F9D9->U+20804, U+2F9DA->U+8DCB, U+2F9DB->U+8DBC, U+2F9DC->U+8DF0, U+2F9DD->U+208DE, U+2F9DE->U+8ED4, U+2F9DF->U+8F38, U+2F9E0->U+285D2, U+2F9E1->U+285ED, U+2F9E2->U+9094, U+2F9E3->U+90F1, U+2F9E4->U+9111, U+2F9E5->U+2872E, U+2F9E6->U+911B, U+2F9E7->U+9238, U+2F9E8->U+92D7, U+2F9E9->U+92D8, U+2F9EA->U+927C, U+2F9EB->U+93F9, U+2F9EC->U+9415, U+2F9ED->U+28BFA, U+2F9EE->U+958B, U+2F9EF->U+4995, U+2F9F0->U+95B7, U+2F9F1->U+28D77, U+2F9F2->U+49E6, U+2F9F3->U+96C3, U+2F9F4->U+5DB2, U+2F9F5->U+9723, U+2F9F6->U+29145, U+2F9F7->U+2921A, U+2F9F8->U+4A6E, U+2F9F9->U+4A76, U+2F9FA->U+97E0, U+2F9FB->U+2940A, U+2F9FC->U+4AB2, U+2F9FD->U+29496, U+2F9FE->U+980B, U+2F9FF->U+980B, U+2FA00->U+9829, U+2FA01->U+295B6, U+2FA02->U+98E2, U+2FA03->U+4B33, U+2FA04->U+9929, U+2FA05->U+99A7, U+2FA06->U+99C2, U+2FA07->U+99FE, U+2FA08->U+4BCE, U+2FA09->U+29B30, U+2FA0A->U+9B12, U+2FA0B->U+9C40, U+2FA0C->U+9CFD, U+2FA0D->U+4CCE, U+2FA0E->U+4CED, U+2FA0F->U+9D67, U+2FA10->U+2A0CE, U+2FA11->U+4CF8, U+2FA12->U+2A105, U+2FA13->U+2A20E, U+2FA14->U+2A291, U+2FA15->U+9EBB, U+2FA16->U+4D56, U+2FA17->U+9EF9, U+2FA18->U+9EFE, U+2FA19->U+9F05, U+2FA1A->U+9F0F, U+2FA1B->U+9F16, U+2FA1C->U+9F3B, U+2FA1D->U+2A600, U+2F00->U+4E00, U+2F01->U+4E28, U+2F02->U+4E36, U+2F03->U+4E3F, U+2F04->U+4E59, U+2F05->U+4E85, U+2F06->U+4E8C, U+2F07->U+4EA0, U+2F08->U+4EBA, U+2F09->U+513F, U+2F0A->U+5165, U+2F0B->U+516B, U+2F0C->U+5182, U+2F0D->U+5196, U+2F0E->U+51AB, U+2F0F->U+51E0, U+2F10->U+51F5, U+2F11->U+5200, U+2F12->U+529B, U+2F13->U+52F9, U+2F14->U+5315, U+2F15->U+531A, U+2F16->U+5338, U+2F17->U+5341, U+2F18->U+535C, U+2F19->U+5369, U+2F1A->U+5382, U+2F1B->U+53B6, U+2F1C->U+53C8, U+2F1D->U+53E3, U+2F1E->U+56D7, U+2F1F->U+571F, U+2F20->U+58EB, U+2F21->U+5902, U+2F22->U+590A, U+2F23->U+5915, U+2F24->U+5927, U+2F25->U+5973, U+2F26->U+5B50, U+2F27->U+5B80, U+2F28->U+5BF8, U+2F29->U+5C0F, U+2F2A->U+5C22, U+2F2B->U+5C38, U+2F2C->U+5C6E, U+2F2D->U+5C71, U+2F2E->U+5DDB, U+2F2F->U+5DE5, U+2F30->U+5DF1, U+2F31->U+5DFE, U+2F32->U+5E72, U+2F33->U+5E7A, U+2F34->U+5E7F, U+2F35->U+5EF4, U+2F36->U+5EFE, U+2F37->U+5F0B, U+2F38->U+5F13, U+2F39->U+5F50, U+2F3A->U+5F61, U+2F3B->U+5F73, U+2F3C->U+5FC3, U+2F3D->U+6208, U+2F3E->U+6236, U+2F3F->U+624B, U+2F40->U+652F, U+2F41->U+6534, U+2F42->U+6587, U+2F43->U+6597, U+2F44->U+65A4, U+2F45->U+65B9, U+2F46->U+65E0, U+2F47->U+65E5, U+2F48->U+66F0, U+2F49->U+6708, U+2F4A->U+6728, U+2F4B->U+6B20, U+2F4C->U+6B62, U+2F4D->U+6B79, U+2F4E->U+6BB3, U+2F4F->U+6BCB, U+2F50->U+6BD4, U+2F51->U+6BDB, U+2F52->U+6C0F, U+2F53->U+6C14, U+2F54->U+6C34, U+2F55->U+706B, U+2F56->U+722A, U+2F57->U+7236, U+2F58->U+723B, U+2F59->U+723F, U+2F5A->U+7247, U+2F5B->U+7259, U+2F5C->U+725B, U+2F5D->U+72AC, U+2F5E->U+7384, U+2F5F->U+7389, U+2F60->U+74DC, U+2F61->U+74E6, U+2F62->U+7518, U+2F63->U+751F, U+2F64->U+7528, U+2F65->U+7530, U+2F66->U+758B, U+2F67->U+7592, U+2F68->U+7676, U+2F69->U+767D, U+2F6A->U+76AE, U+2F6B->U+76BF, U+2F6C->U+76EE, U+2F6D->U+77DB, U+2F6E->U+77E2, U+2F6F->U+77F3, U+2F70->U+793A, U+2F71->U+79B8, U+2F72->U+79BE, U+2F73->U+7A74, U+2F74->U+7ACB, U+2F75->U+7AF9, U+2F76->U+7C73, U+2F77->U+7CF8, U+2F78->U+7F36, U+2F79->U+7F51, U+2F7A->U+7F8A, U+2F7B->U+7FBD, U+2F7C->U+8001, U+2F7D->U+800C, U+2F7E->U+8012, U+2F7F->U+8033, U+2F80->U+807F, U+2F81->U+8089, U+2F82->U+81E3, U+2F83->U+81EA, U+2F84->U+81F3, U+2F85->U+81FC, U+2F86->U+820C, U+2F87->U+821B, U+2F88->U+821F, U+2F89->U+826E, U+2F8A->U+8272, U+2F8B->U+8278, U+2F8C->U+864D, U+2F8D->U+866B, U+2F8E->U+8840, U+2F8F->U+884C, U+2F90->U+8863, U+2F91->U+897E, U+2F92->U+898B, U+2F93->U+89D2, U+2F94->U+8A00, U+2F95->U+8C37, U+2F96->U+8C46, U+2F97->U+8C55, U+2F98->U+8C78, U+2F99->U+8C9D, U+2F9A->U+8D64, U+2F9B->U+8D70, U+2F9C->U+8DB3, U+2F9D->U+8EAB, U+2F9E->U+8ECA, U+2F9F->U+8F9B, U+2FA0->U+8FB0, U+2FA1->U+8FB5, U+2FA2->U+9091, U+2FA3->U+9149, U+2FA4->U+91C6, U+2FA5->U+91CC, U+2FA6->U+91D1, U+2FA7->U+9577, U+2FA8->U+9580, U+2FA9->U+961C, U+2FAA->U+96B6, U+2FAB->U+96B9, U+2FAC->U+96E8, U+2FAD->U+9751, U+2FAE->U+975E, U+2FAF->U+9762, U+2FB0->U+9769, U+2FB1->U+97CB, U+2FB2->U+97ED, U+2FB3->U+97F3, U+2FB4->U+9801, U+2FB5->U+98A8, U+2FB6->U+98DB, U+2FB7->U+98DF, U+2FB8->U+9996, U+2FB9->U+9999, U+2FBA->U+99AC, U+2FBB->U+9AA8, U+2FBC->U+9AD8, U+2FBD->U+9ADF, U+2FBE->U+9B25, U+2FBF->U+9B2F, U+2FC0->U+9B32, U+2FC1->U+9B3C, U+2FC2->U+9B5A, U+2FC3->U+9CE5, U+2FC4->U+9E75, U+2FC5->U+9E7F, U+2FC6->U+9EA5, U+2FC7->U+9EBB, U+2FC8->U+9EC3, U+2FC9->U+9ECD, U+2FCA->U+9ED1, U+2FCB->U+9EF9, U+2FCC->U+9EFD, U+2FCD->U+9F0E, U+2FCE->U+9F13, U+2FCF->U+9F20, U+2FD0->U+9F3B, U+2FD1->U+9F4A, U+2FD2->U+9F52, U+2FD3->U+9F8D, U+2FD4->U+9F9C, U+2FD5->U+9FA0, U+3042->U+3041, U+3044->U+3043, U+3046->U+3045, U+3048->U+3047, U+304A->U+3049, U+304C->U+304B, U+304E->U+304D, U+3050->U+304F, U+3052->U+3051, U+3054->U+3053, U+3056->U+3055, U+3058->U+3057, U+305A->U+3059, U+305C->U+305B, U+305E->U+305D, U+3060->U+305F, U+3062->U+3061, U+3064->U+3063, U+3065->U+3063, U+3067->U+3066, U+3069->U+3068, U+3070->U+306F, U+3071->U+306F, U+3073->U+3072, U+3074->U+3072, U+3076->U+3075, U+3077->U+3075, U+3079->U+3078, U+307A->U+3078, U+307C->U+307B, U+307D->U+307B, U+3084->U+3083, U+3086->U+3085, U+3088->U+3087, U+308F->U+308E, U+3094->U+3046, U+3095->U+304B, U+3096->U+3051, U+30A2->U+30A1, U+30A4->U+30A3, U+30A6->U+30A5, U+30A8->U+30A7, U+30AA->U+30A9, U+30AC->U+30AB, U+30AE->U+30AD, U+30B0->U+30AF, U+30B2->U+30B1, U+30B4->U+30B3, U+30B6->U+30B5, U+30B8->U+30B7, U+30BA->U+30B9, U+30BC->U+30BB, U+30BE->U+30BD, U+30C0->U+30BF, U+30C2->U+30C1, U+30C5->U+30C4, U+30C7->U+30C6, U+30C9->U+30C8, U+30D0->U+30CF, U+30D1->U+30CF, U+30D3->U+30D2, U+30D4->U+30D2, U+30D6->U+30D5, U+30D7->U+30D5, U+30D9->U+30D8, U+30DA->U+30D8, U+30DC->U+30DB, U+30DD->U+30DB, U+30E4->U+30E3, U+30E6->U+30E5, U+30E8->U+30E7, U+30EF->U+30EE, U+30F4->U+30A6, U+30AB->U+30F5, U+30B1->U+30F6, U+30F7->U+30EF, U+30F8->U+30F0, U+30F9->U+30F1, U+30FA->U+30F2, U+30AF->U+31F0, U+30B7->U+31F1, U+30B9->U+31F2, U+30C8->U+31F3, U+30CC->U+31F4, U+30CF->U+31F5, U+30D2->U+31F6, U+30D5->U+31F7, U+30D8->U+31F8, U+30DB->U+31F9, U+30E0->U+31FA, U+30E9->U+31FB, U+30EA->U+31FC, U+30EB->U+31FD, U+30EC->U+31FE, U+30ED->U+31FF, U+FF66->U+30F2, U+FF67->U+30A1, U+FF68->U+30A3, U+FF69->U+30A5, U+FF6A->U+30A7, U+FF6B->U+30A9, U+FF6C->U+30E3, U+FF6D->U+30E5, U+FF6E->U+30E7, U+FF6F->U+30C3, U+FF71->U+30A1, U+FF72->U+30A3, U+FF73->U+30A5, U+FF74->U+30A7, U+FF75->U+30A9, U+FF76->U+30AB, U+FF77->U+30AD, U+FF78->U+30AF, U+FF79->U+30B1, U+FF7A->U+30B3, U+FF7B->U+30B5, U+FF7C->U+30B7, U+FF7D->U+30B9, U+FF7E->U+30BB, U+FF7F->U+30BD, U+FF80->U+30BF, U+FF81->U+30C1, U+FF82->U+30C3, U+FF83->U+30C6, U+FF84->U+30C8, U+FF85->U+30CA, U+FF86->U+30CB, U+FF87->U+30CC, U+FF88->U+30CD, U+FF89->U+30CE, U+FF8A->U+30CF, U+FF8B->U+30D2, U+FF8C->U+30D5, U+FF8D->U+30D8, U+FF8E->U+30DB, U+FF8F->U+30DE, U+FF90->U+30DF, U+FF91->U+30E0, U+FF92->U+30E1, U+FF93->U+30E2, U+FF94->U+30E3, U+FF95->U+30E5, U+FF96->U+30E7, U+FF97->U+30E9, U+FF98->U+30EA, U+FF99->U+30EB, U+FF9A->U+30EC, U+FF9B->U+30ED, U+FF9C->U+30EF, U+FF9D->U+30F3, U+FFA0->U+3164, U+FFA1->U+3131, U+FFA2->U+3132, U+FFA3->U+3133, U+FFA4->U+3134, U+FFA5->U+3135, U+FFA6->U+3136, U+FFA7->U+3137, U+FFA8->U+3138, U+FFA9->U+3139, U+FFAA->U+313A, U+FFAB->U+313B, U+FFAC->U+313C, U+FFAD->U+313D, U+FFAE->U+313E, U+FFAF->U+313F, U+FFB0->U+3140, U+FFB1->U+3141, U+FFB2->U+3142, U+FFB3->U+3143, U+FFB4->U+3144, U+FFB5->U+3145, U+FFB6->U+3146, U+FFB7->U+3147, U+FFB8->U+3148, U+FFB9->U+3149, U+FFBA->U+314A, U+FFBB->U+314B, U+FFBC->U+314C, U+FFBD->U+314D, U+FFBE->U+314E, U+FFC2->U+314F, U+FFC3->U+3150, U+FFC4->U+3151, U+FFC5->U+3152, U+FFC6->U+3153, U+FFC7->U+3154, U+FFCA->U+3155, U+FFCB->U+3156, U+FFCC->U+3157, U+FFCD->U+3158, U+FFCE->U+3159, U+FFCF->U+315A, U+FFD2->U+315B, U+FFD3->U+315C, U+FFD4->U+315D, U+FFD5->U+315E, U+FFD6->U+315F, U+FFD7->U+3160, U+FFDA->U+3161, U+FFDB->U+3162, U+FFDC->U+3163, U+3131->U+1100, U+3132->U+1101, U+3133->U+11AA, U+3134->U+1102, U+3135->U+11AC, U+3136->U+11AD, U+3137->U+1103, U+3138->U+1104, U+3139->U+1105, U+313A->U+11B0, U+313B->U+11B1, U+313C->U+11B2, U+313D->U+11B3, U+313E->U+11B4, U+313F->U+11B5, U+3140->U+111A, U+3141->U+1106, U+3142->U+1107, U+3143->U+1108, U+3144->U+1121, U+3145->U+1109, U+3146->U+110A, U+3147->U+110B, U+3148->U+110C, U+3149->U+110D, U+314A->U+110E, U+314B->U+110F, U+314C->U+1110, U+314D->U+1111, U+314E->U+1112, U+314F->U+1161, U+3150->U+1162, U+3151->U+1163, U+3152->U+1164, U+3153->U+1165, U+3154->U+1166, U+3155->U+1167, U+3156->U+1168, U+3157->U+1169, U+3158->U+116A, U+3159->U+116B, U+315A->U+116C, U+315B->U+116D, U+315C->U+116E, U+315D->U+116F, U+315E->U+1170, U+315F->U+1171, U+3160->U+1172, U+3161->U+1173, U+3162->U+1174, U+3163->U+1175, U+3165->U+1114, U+3166->U+1115, U+3167->U+11C7, U+3168->U+11C8, U+3169->U+11CC, U+316A->U+11CE, U+316B->U+11D3, U+316C->U+11D7, U+316D->U+11D9, U+316E->U+111C, U+316F->U+11DD, U+3170->U+11DF, U+3171->U+111D, U+3172->U+111E, U+3173->U+1120, U+3174->U+1122, U+3175->U+1123, U+3176->U+1127, U+3177->U+1129, U+3178->U+112B, U+3179->U+112C, U+317A->U+112D, U+317B->U+112E, U+317C->U+112F, U+317D->U+1132, U+317E->U+1136, U+317F->U+1140, U+3180->U+1147, U+3181->U+114C, U+3182->U+11F1, U+3183->U+11F2, U+3184->U+1157, U+3185->U+1158, U+3186->U+1159, U+3187->U+1184, U+3188->U+1185, U+3189->U+1188, U+318A->U+1191, U+318B->U+1192, U+318C->U+1194, U+318D->U+119E, U+318E->U+11A1, U+A490->U+A408, U+A491->U+A1B9, U+4E00..U+9FBB, U+3400..U+4DB5, U+20000..U+2A6D6, U+FA0E, U+FA0F, U+FA11, U+FA13, U+FA14, U+FA1F, U+FA21, U+FA23, U+FA24, U+FA27, U+FA28, U+FA29, U+3105..U+312C, U+31A0..U+31B7, U+3041, U+3043, U+3045, U+3047, U+3049, U+304B, U+304D, U+304F, U+3051, U+3053, U+3055, U+3057, U+3059, U+305B, U+305D, U+305F, U+3061, U+3063, U+3066, U+3068, U+306A..U+306F, U+3072, U+3075, U+3078, U+307B, U+307E..U+3083, U+3085, U+3087, U+3089..U+308E, U+3090..U+3093, U+30A1, U+30A3, U+30A5, U+30A7, U+30A9, U+30AD, U+30AF, U+30B3, U+30B5, U+30BB, U+30BD, U+30BF, U+30C1, U+30C3, U+30C4, U+30C6, U+30CA, U+30CB, U+30CD, U+30CE, U+30DE, U+30DF, U+30E1, U+30E2, U+30E3, U+30E5, U+30E7, U+30EE, U+30F0..U+30F3, U+30F5, U+30F6, U+31F0, U+31F1, U+31F2, U+31F3, U+31F4, U+31F5, U+31F6, U+31F7, U+31F8, U+31F9, U+31FA, U+31FB, U+31FC, U+31FD, U+31FE, U+31FF, U+AC00..U+D7A3, U+1100..U+1159, U+1161..U+11A2, U+11A8..U+11F9, U+A000..U+A48C, U+A492..U+A4C6
ngram_chars –
U+4E00..U+9FBB, U+3400..U+4DB5, U+20000..U+2A6D6, U+FA0E, U+FA0F, U+FA11, U+FA13, U+FA14, U+FA1F, U+FA21, U+FA23, U+FA24, U+FA27, U+FA28, U+FA29, U+3105..U+312C, U+31A0..U+31B7, U+3041, U+3043, U+3045, U+3047, U+3049, U+304B, U+304D, U+304F, U+3051, U+3053, U+3055, U+3057, U+3059, U+305B, U+305D, U+305F, U+3061, U+3063, U+3066, U+3068, U+306A..U+306F, U+3072, U+3075, U+3078, U+307B, U+307E..U+3083, U+3085, U+3087, U+3089..U+308E, U+3090..U+3093, U+30A1, U+30A3, U+30A5, U+30A7, U+30A9, U+30AD, U+30AF, U+30B3, U+30B5, U+30BB, U+30BD, U+30BF, U+30C1, U+30C3, U+30C4, U+30C6, U+30CA, U+30CB, U+30CD, U+30CE, U+30DE, U+30DF, U+30E1, U+30E2, U+30E3, U+30E5, U+30E7, U+30EE, U+30F0..U+30F3, U+30F5, U+30F6, U+31F0, U+31F1, U+31F2, U+31F3, U+31F4, U+31F5, U+31F6, U+31F7, U+31F8, U+31F9, U+31FA, U+31FB, U+31FC, U+31FD, U+31FE, U+31FF, U+AC00..U+D7A3, U+1100..U+1159, U+1161..U+11A2, U+11A8..U+11F9, U+A000..U+A48C, U+A492..U+A4C6
ngram_len - 1.
Note that if you get an error from the indexer saying that the line is too long, that's not something new.

Is there a list of Google Docs Equation Editor symbol names such as "\alpha"?

In Google Docs, you can insert an equation and edit it with the equation editor. You can add symbols like summations, integrals, and greek letters with the equation editor, but it is also possible to add them by typing "\sum" "\hat", "\alpha", etc into the equation.
Does Google provide a list of all of these keywords somewhere? It doesn't follow Latex, or the names of the symbols when you go to Insert>"Insert special characters". A lot of keywords that you would expect to work like "\integral" or "\capitaldelta" do not work.
It's a useful feature, but I can't find anything about it.
I found an interesting one at http://www.notuom.com/google-docs-equation-shortcuts.html
For later reference, a protected copy is also available at https://web.archive.org/web/20180625063351/http://www.notuom.com/google-docs-equation-shortcuts.html
So there are at least all these tags available:
letters: \alpha
\beta
\gamma
\delta
\epsilon
\varepsilon
\zeta
\eta
\theta
\vartheta
\iota
\kappa
\lambda
\mu
\nu
\xi
\pi
\varpi
\rho
\varrho
\sigma
\varsigma
\tau
\upsilon
\phi
\varphi
\chi
\psi
\omega
\Gamma
\Delta
\Theta
\Lambda
\Xi
\Pi
\Sigma
\Upsilon
\Phi
\Psi
\Omega
ops: \times
\div
\cdot
\pm
\mp
\ast
\star
\circ
\bullet
\oplus
\ominus
\oslash
\otimes
\odot
\dagger
\ddagger
\vee
\wedge
\cap
\cup
\aleph
\Re
\Im
\top
\bot
\infty
\partial
\forall
\exists
\neg
\triangle
\diamond
relations: \leq
\geq
\prec
\succ
\preceq
\succeq
\ll
\gg
\equiv
\sim
\simeq
\asymp
\approx
\ne
\subset
\supset
\subseteq
\supseteq
\in
\ni
\notin
maths: \frac
\sqrt
\rootof
\subsuperscript
\subscript or _
\superscript or ^
\overline
\widehat
\bigcapab
\bigcupab
\prodab
\coprodab
\rbracelr
\sbracelr
\bracelr
\abs
\intab
\ointab
\sumab
\limab
arrows: \leftarrow
\rightarrow
\leftrightarrow
\Leftarrow
\Rightarrow
\Leftrightarrow
\uparrow
\downarrow
\updownarrow
\Uparrow
\Downarrow
\Updownarrow
binomial: \choose
You can get all LaTeX commands with Auto-LaTeX Equations in Google Docs/Slides, and as a plus they look way better too. \integral would be \int for instance, and there are more choices here.

MeCab Not Parsing Correctly

I downloaded MeCab to parse some Japanese text. To test it out, I tried doing what some examples online showed.
For example, I followed this guy's tips verbatim: http://www.robfahey.co.uk/blog/japanese-text-analysis-in-python/
The code is as follows:
import MeCab
test = "今日はいい天気ですね。遊びに行かない?新宿で祭りがある!"
mt = MeCab.Tagger("-Ochasen -d /usr/local/lib/mecab/dic/mecab-ipadic-neologd")
parsed = mt.parseToNode(test)
components = []
while parsed:
components.append(parsed.surface)
parsed = parsed.next
print(components)
The output that I'm expecting is:
['', '今日', 'は', 'いい', '天気', 'です', 'ね', '。', '遊び', 'に', '行か', 'ない', '?', '新宿', 'で', '祭り', 'が', 'ある', '!', '']
However, I'm getting this:
['今日はいい天気ですね。遊びに行かない?新宿で祭りがある!', '今日はいい天気ですね。遊びに行かない?新宿で祭りがある!', 'はいい天気ですね。遊びに行かない?新宿で祭りがある!', 'いい天気ですね。遊びに行かない?新宿で祭りがある!', '天気ですね。遊びに行かない?新宿で祭りがある!', 'ですね。遊びに行かない?新宿で祭りがある!', 'ね。遊びに行かない?新宿で祭りがある!', '。遊びに行かない?新宿で祭りがある!', '遊びに行かない?新宿で祭りがある!', 'に行かない?新宿で祭りがある!', '行かない?新宿で祭りがある!', 'ない?新宿で祭りがある!', '?新宿で祭りがある!', '新宿で祭りがある!', 'で祭りがある!', '祭りがある!', 'がある!', 'ある!', '!', '']
To anyone familiar with MeCab or parsing node in general, what exactly am I doing wrong? Thanks again for your help!
You're not doing anything wrong, there's a bug in the latest version of mecab-python3 that was released in November.
The bug should be fixed soon, but for now please use version 0.7.

linearK error in seq. default() cannot be NA, NaN

I am trying to learn linearK estimates on a small linnet object from the CRC spatstat book (chapter 17) and when I use the linearK function, spatstat throws an error. I have documented the process in the comments in the r code below. The error is as below.
Error in seq.default(from = 0, to = right, length.out = npos + 1L) : 'to' cannot be NA, NaN or infinite
I do not understand how to resolve this. I am following this process:
# I have data of points for each data of the week
# d1 is district 1 of the city.
# I did the step below otherwise it was giving me tbl class
d1_data=lapply(split(d1, d1$openDatefactor),as.data.frame)
# I previously create a linnet and divided it into districts of the city
d1_linnet = districts_linnet[["d1"]]
# I create point pattern for each day
d1_ppp = lapply(d1_data, function(x) as.ppp(x, W=Window(d1_linnet)))
plot(d1_ppp[[1]], which.marks="type")
# I am then converting the point pattern to a point pattern on linear network
d1_lpp <- as.lpp(d1_ppp[[1]], L=d1_linnet, W=Window(d1_linnet))
d1_lpp
Point pattern on linear network
3 points
15 columns of marks: ‘status’, ‘number_of_’, ‘zip’, ‘ward’,
‘police_dis’, ‘community_’, ‘type’, ‘days’, ‘NAME’,
‘DISTRICT’, ‘openDatefactor’, ‘OpenDate’, ‘coseDatefactor’,
‘closeDate’ and ‘instance’
Linear network with 4286 vertices and 6183 lines
Enclosing window: polygonal boundary
enclosing rectangle: [441140.9, 448217.7] x [4640080, 4652557] units
# the errors start from plotting this lpp object
plot(d1_lpp)
"show.all" is not a graphical parameter
Show Traceback
Error in plot.window(...) : need finite 'xlim' values
coords(d1_lpp)
x y seg tp
441649.2 4649853 5426 0.5774863
445716.9 4648692 5250 0.5435492
444724.6 4646320 677 0.9189631
3 rows
And then consequently, I also get error on linearK(d1_lpp)
Error in seq.default(from = 0, to = right, length.out = npos + 1L) : 'to' cannot be NA, NaN or infinite
I feel lpp object has the problem, but I find it hard to interpret the errors and how to resolve them. Could someone please guide me?
Thanks
I can confirm there is a bug in plot.lpp when trying to plot the marked point pattern on the linear network. That will hopefully be fixed soon. You can plot the unmarked point pattern using
plot(unmark(d1_lpp))
I cannot reproduce the problem with linearK. Which version of spatstat are you running? In the development version on my laptop spatstat_1.51-0.073 everything works. There has been changes to this code recently, so it is likely that this will be solved by updating to development version (see https://github.com/spatstat/spatstat).

The failure in using CRF+0.58 train NE Model

when i use CRF++0.58 to model a NE and progarm have a problem:
"reading training data:tagger.cpp(399) [feature_index_->buildFeatures(this)] 0.00s"
the develop environment:
red hat linux 6.5,gcc 5.0,CRF++0.58
written feature template:
template
dataset:
Boson_train.txt
Boson_test.txt
the first column is words ,the second column is pos,the third column is NER tagger
the problem:
when i want to train the NER model, i type this sentences "crf_learn -f 3 -c 4.0 template Boson_train crf_model", and i got
this notification, "reading training data:tagger.cpp(399) [feature_index_->buildFeatures(this)] 0.00s". I can't understand
the C++ language, so i can't fix the problem.
the method i tryed:
1.change the encode type of dataset. I use notepad++ to change "utf-8 with no BOM" to "utf-8". It didn't work.
2.change the delimiter from '\t' to ' '(space). It didn't work.
3.And i think maybe the template was wrong.So i use the crf++0.58/example/seg/template for test. It worked. But this template
is simple, so I use /example/JapaneseNE/template which is more similar with my feature template. It didn't work. Then, i check
the JapaneseNE example It works well. So i got confused. Is there someone can help me.
template
U00:%x[-2,0]
U01:%x[-1,0]
U02:%x[0,0]
U03:%x[1,0]
U04:%x[2,0]
U05:%x[-2,0]/%x[-1,0]/%x[0,0]
U06:%x[-1,0]/%x[0,0]/%x[1,0]
U07:%x[0,0]/%x[1,0]/%x[2,0]
U08:%x[-1,0]/%x[0,0]
U09:%x[0,0]/%x[1,0]
U10:%x[-2,1]/%x[0,1]
U11:%x[-2,1]/%x[1,1]
U11:%x[-1,1]/%x[0,1]
U12:%x[0,0]/%x[0,1]
U13:%x[0,1]/%x[1,1]
U14:%x[0,1]/%x[2,1]
U15:%x[-1,0]/%x[0,1]
U16:%x[-1,0]/%x[-1,1]
U17:%x[1,0]/%x[1,1]
U18:%x[1,0]/%x[1,1]
U19:%x[2,0]/%x[2,1]
U20:%x[-1,2]
U21:%x[-2,2]
U22:%x[0,1]/%x[-1,2]
U23:%x[0,1]/%x[-2,2]
U24:%x[0,0]/%x[-1,2]
U25:%x[0,0]/%x[-2,2]
U26:%x[-1,2]/%x[-2,2]/%x[0,1]
U27:%x[-2,2]/%x[0,1]/%x[1,1]
U28:%x[-1,1]/%x[-1,2]/%x[0,1]
U29:%x[-1,2]/%x[0,0]/%x[0,1]
Boson_train
浙江 ns B_product_name
在线 b I_product_name
杭州 ns I_product_name
4 m B_time
月 m I_time
25 m I_time
日 m I_time
讯 ng Out
( x Out
记者 n Out
x Out
x B_person_name
施宇翔 nr I_person_name
x Out
通讯员 n B_person_name
x Out
方英 nr B_person_name
) x Out
毒贩 n Out
很 zg Out
“ x Out
时髦 nr Out
” x Out
, x Out
用 p Out
微信 vn B_product_name
交易 n Out
毒品 n Out
。 x Out
没 v Out
料想 v Out
警方 n B_person_name
也 d Out
You were debugging in the right direction. The issue is indeed with your template file.
Your training data has 3 columns (column 0:word, column 1:pos-tag and column 2:tag).
You cannot use the tag as feature, but your template file has reference to it (i.e, column 2) in many feature definitions (see, U20 to U29). Your training should work after removing/correcting these.
Hope this helps :)
You can also checkout these video tutorials for better understanding of Template Files and Training NER with CRF++ :
1) https://youtu.be/GJHeTvDkIaE
2) https://youtu.be/Ur5umC4BwN4

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