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endstream endobj 592 0 obj << /Creator (Adobe Photoshop Version 9.0x196) /Title (RGB_TREE_Article_28.5mm.eps) /Metadata 593 0 R >> endobj 593 0 obj << /Filter /FlateDecode /Length 445 >> stream hKn0>l+R IEMwM1`J$(R},z^Bd@ ķf|#,XU^&/,Oé?οx}݆ ަM ah YVI RPߦ1#vq~LD(` "#~c "]pӁ&{G[%pmu)!!Cϝ𪟥eWVW":w&6W%hl6pBwB{7Lwf+%Ӄ󇵲Z+ SP& _^82+?z5rHBBrs6Rgرӆ[\%2̶tb>_͹  ] _sb|)9d]]wOCzH!dw(P[; endstream endobj 594 0 obj << /Metadata 595 0 R >> endobj 595 0 obj << /Subtype /XML /Type /Metadata /Length 20360 >> stream application/postscript doi:10.1016/j.apal.2014.04.005 Definable functions continuous on curves in o-minimal structures Janak Ramakrishnan o-minimal Non-oscillatory Continuous Extension Annals of Pure and Applied Logic, 165 (2014) 1339–1351. 10.1016/j.apal.2014.04.005 Elsevier B.V. journal Annals of Pure and Applied Logic Copyright ©2014 Elsevier B.V. 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2016-05-16T10:14:22+05:30 2016-05-16T10:14:22+05:30 Acrobat Distiller 10.1.13 (Windows) Poisson?Nernst?Planck system,Finite difference method,Mass conservation,Ion concentration positivity,Energy decay application/pdf doi:10.1016/j.amc.2016.05.007 Elsevier Inc. Applied Mathematics and Computation, 287-288 (2016) 214-223. doi:10.1016/j.amc.2016.05.007 Poisson?Nernst?Planck system Finite difference method Mass conservation Ion concentration positivity Energy decay An energy preserving finite difference scheme for the Poisson-Nernst-Planck system Dongdong He Kejia Pan uuid:fd8cfc10-4791-4a8b-8025-00abb91efa0c uuid:3d07c47f-22aa-4152-9bae-ccb1d4cac483 journal © 2016 Elsevier Inc. All rights reserved. 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H*+P Oem  axY6[c emgUZ d^`H4q9N0$GD\j$)I)2\Ir \c@ lo'OD_L'dtӈ ˼n)@M&{6vYG76"rBJm ^$lF~-%ѩ'&hThE>A7k4;$ٜhOFv`/ Ͱ(N䣘Ң>8zш;\: ;뗱~GkUǹ;ű( "(OHdɨj}@{{0@F e1:ޣJp6gm!uDSVfUEXad9کۢv.L;j_bEr~FP$ONo"ma`48h>-N#!Pч((%>$.ģDp[p*~)h@9(o@y҃>em2:] MMdF6nk6wa3ztevp怒mQ@]++WxITO[ߕUgSVFEԤY_XS޻2 с^Ɍn!Hɮ]?d5乬:{à_YΏ[ÆS$YHlCm3RPSzBwi]ѩK3n-,[S%sAIf:+Jćm?CI@Zh>@ w4<$K}i#7;!32h0rҷ ʆ,%e,`ytgIO+{A zrx"U ע2`fk]+W>֘^j _klwobvv 'e1 j: 0f~l*f\Lt[,̘+"*H h=mk3[;1 L`=<=u% H^6Ϯ@ > endobj 676 0 obj<>/Type/XObject/BBox[34.9883 482.728 505.967 501.655]/FormType 1>>stream HL 0 {M y $Ӥr񄄘JOH /[&(Չ&V@!']VyZ[ 6-O2r7`kNÏژ<*OSٚ@='2Ms"=y endstream endobj 677 0 obj<>/Resources<>/ProcSet[/PDF]>>/Type/XObject/BBox[-0.000152588 -0.000152588 470.979 18.9265]/FormType 1>>stream /Form Do endstream endobj 678 0 obj<>/ProcSet[/PDF]/ExtGState<>>>>>/Type/XObject/BBox[-0.000152588 -0.000152588 470.979 18.9268]/FormType 1>>stream /R0 gs /MWFOForm Do endstream endobj 679 0 obj<>stream 2016-05-16T10:14:01+05:30 Elsevier 2016-11-15T18:38:31+08:00 2016-11-15T18:38:31+08:00 Acrobat Distiller 10.1.13 (Windows) Poisson?Nernst?Planck system; Finite difference method; Mass conservation; Ion concentration positivity; Energy decay application/pdf doi:10.1016/j.amc.2016.05.007 Elsevier Inc. Applied Mathematics and Computation, 287-288 (2016) 214-223. doi:10.1016/j.amc.2016.05.007 Poisson?Nernst?Planck system Finite difference method Mass conservation Ion concentration positivity Energy decay An energy preserving finite difference scheme for the Poisson-Nernst-Planck system Dongdong He Kejia Pan uuid:fd8cfc10-4791-4a8b-8025-00abb91efa0c uuid:37cf5320-bce2-4970-b85c-6151569f04f7 journal © 2016 Elsevier Inc. All rights reserved. Applied Mathematics and Computation 0096-3003 287-288 C 10.1016/j.amc.2016.05.007 http://dx.doi.org/10.1016/j.amc.2016.05.007 214 223 214-223 2016-09-05 6.5 2010-04-23 true 10.1016/j.amc.2016.05.007 noindex elsevier.com sciencedirect.com elsevier.com sciencedirect.com sciencedirect.com elsevier.com sciencedirect.com elsevier.com VoR true 2010-04-23 10.1016/j.amc.2016.05.007 sciencedirect.com elsevier.com True endstream endobj xref 179 1 0000460424 00000 n 505 2 0000461783 00000 n 0000462163 00000 n 547 1 0000462302 00000 n 552 1 0000462397 00000 n 557 1 0000462458 00000 n 561 1 0000463315 00000 n 672 8 0000463631 00000 n 0000464072 00000 n 0000464153 00000 n 0000483313 00000 n 0000483428 00000 n 0000483797 00000 n 0000484066 00000 n 0000484384 00000 n trailer <]/Prev 160 >> startxref 492251 %%EOF