Àðèôìåòèêà
+Æ.-Ï. Ñåðð. ÊÓÐÑ ÀÐÈÔÌÅÒÈÊÈ /Serre.pdf/ (SS_Àðèôìåòèê)
+Ç.È.Áîðåâè÷, È.Ð.Øàôàðåâè÷. ÒÅÎÐÈß ×ÈÑÅË /Borevich-Shafarevich.pdf/ (SS_Àðèôìåòèê)
+À. À. Áóõøòàá. ÒÅÎÐÈß ×ÈÑÅË /Buhshtab_number_theory.pdf/ (SS_Àðèôìåòèê)
Í.Êîáëèö. P-ÀÄÈ×ÅÑÊÈÅ ×ÈÑËÀ, P-ÀÄÈ×ÅÑÊÈÉ ÀÍÀËÈÇ È ÄÇÅÒÀ-ÔÓÍÊÖÈÈ /p-adic-Koblitz.pdf/
Àëãåáðà
+Ì.Ì.Ïîñòíèêîâ. ÀÍÀËÈÒÈ×ÅÑÊÀß ÃÅÎÌÅÒÐÈß /Postnikov_Analit_geometry.pdf/ (SS_Geom, Book)
+Â.Ñ.Áóëäûðåâ, Á.Ñ.Ïàâëîâ. ËÈÍÅÉÍÀß ÀËÃÅÁÐÀ È ÔÓÍÊÖÈÈ ÌÍÎÃÈÕ ÏÅÐÅÌÅÍÍÛÕ /Linear_alg_many_var.pdf/ (SS_Algebra)
+À.È.Êîñòðèêèí, Þ.È.Ìàíèí. ËÈÍÅÉÍÀß ÀËÃÅÁÐÀ È ÃÅÎÌÅÒÐÈß /KOSTRIKIN_MANIN.pdf/ (SS_Algebra)
+Ñ. Ëåíã. ÀËÃÅÁÐÀ /Leng.pdf/ (SS_Algebra)
+Ä.Ï.Æåëîáåíêî. ÏÐÅÄÑÒÀÂËÅÍÈß ÐÅÄÓÊÒÈÂÍÛÕ ÀËÃÅÁÐ ËÈ /RED_AL.pdf/ (SS_Algebra)
A.Klimyk, K.Schmudgen. QUANTUM GROUPS AND THEIR REPRESENTATIONS /Quantum groups and their representations.pdf/
+Ï.È.Ãîëîä, À.Ó.Êëèìûê. ÌÀÒÅÌÀÒÈ×ÅÑÊÈÅ ÎÑÍÎÂÛ ÒÅÎÐÈÈ ÑÈÌÌÅÒÐÈÈ /Golod.pdf/ (SS_ModerMath)
Àíàëèç
+Ë.Øâàðö. ÀÍÀËÈÇ. â 2-õ òîìàõ /Schwartz1.pdf, Schwartz2.pdf/ (SS_Analiz)
+Ë.Ä.Êóäðÿâöåâ. ÌÀÒÅÌÀÒÈ×ÅÑÊÈÉ ÀÍÀËÈÇ. â 2-õ òîìàõ /KUDRIAV1.pdf, KUDRIAV2.pdf/ (SS_Analiz)
+Á.Â.Øàáàò. ÂÂÅÄÅÍÈÅ Â ÊÎÌÏËÅÊÑÍÛÉ ÀÍÀËÈÇ /Serre.pdf/ (SS_Analiz)
+Ì.À.Ëàâðåíòüåâ, Á.Â.Øàáàò. ÌÅÒÎÄÛ ÒÅÎÐÈÈ ÔÓÍÊÖÈÉ ÊÎÌÏËÅÊÑÍÎÃÎ ÏÅÐÅÌÅÍÍÎÃÎ /Lavrentev_Shabat.pdf/ (SS_Analiz)
+Ô.À.Áåðåçèí. ÂÂÅÄÅÍÈÅ Â ÀËÃÅÁÐÓ È ÀÍÀËÈÇ Ñ ÀÍÒÈÊÎÌÌÓÒÈÐÓÞÙÈÌÈ ÏÅÐÅÌÅÍÍÛÌÈ /Supersymmetry.pdf/ (SS_Analiz)
Ãåîìåòðèÿ
+Á.Øóòö. ÃÅÎÌÅÒÐÈ×ÅÑÊÈÅ ÌÅÒÎÄÛ ÌÀÒÅÌÀÒÈ×ÅÑÊÎÉ ÔÈÇÈÊÈ /Schutz.pdf/ (SS_MathPhys)
+Ø.Êîáàÿñè, Ê.Íîìèäçó. ÎÑÍÎÂÛ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÎÉ ÃÅÎÌÅÒÐÈÈ. â 2-õ òîìàõ /Kobayashi_I.pdf, Kobayashi_II.pdf/ (SS_tfkp)
+Ñ.Õåëãàñîí. ÄÈÔÔÅÐÅÍÖÈÀËÜÍÀß ÃÅÎÌÅÒÐÈß È ÑÈÌÌÅÒÐÈ×ÅÑÊÈÅ ÏÐÎÑÒÐÀÍÑÒÂÀ /Helgason_I.pdf/ (SS_Geom)
+Á.À.Äóáðîâèí, Ñ.Ï.Íîâèêîâ, À.Ò.Ôîìåíêî. ÑÎÂÐÅÌÅÍÍÀß ÃÅÎÌÅÒÐÈß: ÌÅÒÎÄÛ È ÏÐÈËÎÆÅÍÈß /Modern geometry.pdf/ (SS_geom)
Òîïîëîãèÿ
+Ê.Êóðàòîâñêèé. ÒÎÏÎËÎÃÈß /KUDRIAV1.pdf/ (SS_topology)
+Äæ.Ìèëíîð, À.Óîëëåñ. ÄÈÔÔÅÐÅÍÖÈÀËÜÍÀß ÒÎÏÎËÎÃÈß /Diff_Topology.pdf/ (SS_topology)
+Ý. Ñïåíüåð. ÀËÃÅÁÐÀÈ×ÅÑÊÀß ÒÎÏÎËÎÃÈß /Spanier_Al_Topology.pdf/ (SS_topology)
Êîìáèíàòîðèêà è âåðîÿòíîñòü
+Â.Ôåëëåð. ÂÂÅÄÅÍÈÅ Â ÒÅÎÐÈÞ ÂÅÐÎßÒÍÎÑÒÅÉ È ÅÅ ÏÐÈËÎÆÅÍÈß. â 2-õ òîìàõ /Feller_I.pdf, Feller_II.pdf/ (BU_prob)
Ì.Õîëë. ÊÎÌÁÈÍÀÒÎÐÈÊÀ /Hall_Combinatorics.pdf/
Äèôôåðåíöèàëüíûå ñèñòåìû
+À.Í.Òèõîíîâ, À.Á.Âàñèëüåâà, À.Ã.Ñâåøíèêîâ. ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÅ ÓÐÀÂÍÅÍÈß /Tikhonov.pdf/ (RCD_ODE)
Ì.Òàáîð. ÕÀÎÑ È ÈÍÒÅÃÐÈÐÓÅÌÎÑÒÜ Â ÍÅËÈÍÅÉÍÎÉ ÄÈÍÀÌÈÊÅ /Tabor.pdf/
+Ì.Àáëîâèö, Õ.Ñèãóð. ÑÎËÈÒÎÍÛ È ÌÅÒÎÄ ÎÁÐÀÒÍÎÉ ÇÀÄÀ×È /Ablowitz.pdf/ (RCD_dynam_Sys)
Ñ.Â.Àíóëîâà, À.Þ.Âåðåòåííèêîâ, Í.Â.Êðûëîâ, Ð.Ø.Ëèïöåð, À.Í.Øèðÿåâ. ÑÒÎÕÀÑÒÈ×ÅÑÊÎÅ ÈÑ×ÈÑËÅÍÈÅ /Stochastic_Calculus.pdf/