正在加载图片...
第8湘 Dimersions of spline speces over general T-mtshes 581 2a十 1adm22g叶1. .( with these spl ges.by theu w E(m+1)(3+1)+ AV(a+1)(8+1 -1.41 dary vertices with ndary of F.E.E.and V where the ona For the bi-direetional periodie spline space n think of the dim s(m.n.a.B.)we have the follo ng theorem Eule ell canpot be divided into for ). nd upp ordinates will dim st dim 5(m)+(e+1)+1)- ther the exxmetry of the T-mesh or not,In futu -1.Here,and are the Vis the numher of pairs of the bou CHEN.FENG Y 5 Conclusion and future work # ) 1!’"("""#"!#"C+GG$C2’(("dS?,J(((#dS" />2, J0I# ) 1!’"("""#"!#; J0I#!’"("""#"!#C&E,!’DS#!#DS#D &F!"DS#!#DS#" K>2.2&E, ;E: ,C&FD , CS"&F ;&E,CS$E: ,0C/>2 ,+IM2.$O>$.0Q$,/?%M$+,J?.U2J@2C"?,J&FD , 0C />2,+IM2.$OG?0.C$O/>2M$+,J?.UH2./012CK0/> />2C?I2>61$$.J0,?/2C$,/>2>$.0Q$,/?%M$+,J?.U @.0J%0,2C!2Z12G//>2O$+.1$.,2.H2./012C#& \$./>2 M06J0.21/0$,?%G2.0$J01CG%0,2CG?12 # ) !’"("""#"!#"K2>?H2/>2O$%%$K0,@/>2$.2I& 02$’.$#IJH <0H2,?.2@+%?.F6I2C>?,J? 1$..2CG$,J0,@M06J0.21/0$,?%G2.0$J01CG%0,2CG?12 # ) !’"("""#"!#"C+GG$C2’(("dS?,J(((#dS" />2, J0I# ) !’"("""#"!#; J0I#!’"("""#"!#D&F!"DS#!#DS#C &E,!’DS#!#DS#C&E1!"DS#!(DS#" K>2.2&E, ;E: , C&FD , CS"&E1 ;E: 1 C&FD 1 CS" &F ; &E, D&E1 CS<:2.2"E: , ?,JE: 1 ?.2/>2 ,+IM2.$O >$.0Q$,/?% M$+,J?.U 2J@2C ?,J />2 ,+IM2.$OH2./01?%M$+,J?.U2J@2C.2CG21/0H2%U" &FD ,0C/>2,+IM2.$OG?0.C$O/>2M$+,J?.UH2./012C K0/>/>2C?I2 >61$$.J0,?/2C $, />2 >$.0Q$,/?% M$+,J?.U @.0J %0,2C !2Z12G/ />2 O$+. 1$.,2. H2./012C#"?,J&FD 1 0C/>2,+IM2.$OG?0.C$O/>2 M$+,J?.UH2./012CK0/>/>2C?I2261$$.J0,?/2C$, />2H2./01?%M$+,J?.U@.0J%0,2C !2Z12G//>2O$+. 1$.,2.H2./012C#& K :’%,*<&"’%+%9(<5<.$8’.S F>0CG?G2.G.2C2,/C/>2J0I2,C0$,O$.I+%?O$. />2CG%0,2CG?12#!’"("""#"!#$H2.?@2,2.?%F6 I2C>! K>2,’ (("DS?,J( ((#DS<F>2 G2.0$J01CG%0,2 CG?12C J2O0,2J $H2. .2@+%?. F6 I2C>2C?.2J0C1+CC2J?C K2%%&F>2C2J0I2,C0$, O$.I+%?2K0%%M2+C2O+%0,/>2C+.O?12 I$J2%0,@ K0/>/>2C2CG%0,2C"MU/>2,K21?,J2C0@,C$I2 %@$$J&M?C0CO+,1/0$,C&L2K0%%?JJ.2CC/>2M?C0C O+,1/0$,1$,C/.+1/0$,$O/>2CG%0,2CG?12C$H2.F6 I2C>2C0,O+/+.2G?G2.& L>2,’(("DS?,J(((#DS"/>2J0I2,C0$, O$.I+%?$O#!’"("""#"!#0C?%0,2?.1$IM0,?/0$, $O G"E,"E1 ?,J F" K>2.2 />2 1$IM0,?/0$,?% 1$2OO0102,/CJ2G2,J$,%U$,’"("""?,J#<:2,12 K21?, />0,[ $O/>2 J0I2,C0$, O$.I+%? ?C ? K20@>/2J B+%2. O$.I+%?& 3O K2 .2I$H2 />2 1$,C/.?0,/C’ (("DS?,J(((#DS"/>2NPQ02. $.J0,?/2C0,2H2.U12%%1?,,$/M2J0H0J2J0,/$O$+. G?./C?,J?%%/>2NPQ02.$.J0,?/2C K0%%0,O%+2,12 2?1>$/>2.&F>2J0I2,C0$,O$.I+%? I?UO?0%/$ >$%J&-@2,2.?%J0I2,C0$,O$.I+%?K0/>$+//>2C2 1$,C/.?0,/C0CC/0%%+,?H?0%?M%2&3,O?1/"K22H2,J$ ,$/[,$K K>2/>2./>2J0I2,C0$,.2%02C$,/>2 @2$I2/.U $O />2 F6I2C> $. ,$/&3, O+/+.2 .2C2?.1>"K2K0%%0,H2C/0@?/2/>2C2G.$M%2IC& C$($.$%,$& ’S(W2J2.M2.@F L"=>2,@*"N?[2,$H-"2/?%&F6CG%0,2C ?,JF6’;XVVC’*(&-V‘ F.?,C?1/0$,C$,<.?G>01C" ())!"((!!#)S"S6S7(& ’((4B’< *0?,6C$,@" V:B’ \?6%?0 "\B’< ]+6U+& 40I2,C0$,C$OCG%0,2CG?12C$H2.F6I2C>2C’*(&*$+.,?% $OV$IG+/?/0$,?%?,J-GG%02J ‘?/>2I?/01C"())""S9T !(#)("76(8!& ’!(W2J2.M2.@F L"V?.J$,4D"\0,,0@?,<F"2/?%&F6 CG%0,2C0IG%0O01?/0$,?,J%$1?%.2O0,2I2,/’*(&-V‘ F.?,C?1/0$,C$,<.?G>01C"())T"(!!!#)(7"6(8!& ’T(\?.0,<&V+.H2C?,JW+.O?12CO$.V-<4 )-_.?1/01?% <+0J2’‘(&5/>2J&&W?,\.?,10C1$)‘$.@?,^?+OI?,, _+M%0C>2.C"())(& K"2 40I2,C0$,C$OCG%0,2CG?12C$H2.@2,2.?%F6I2C>2C 58S
<<向上翻页
©2008-现在 cucdc.com 高等教育资讯网 版权所有