... JREF - TXT identifies C also solves the Halting Problem . Finally , since JREF - TXT C LIM - TXT CLIM - INF , case ( b ) follows directly from Theorem 1 . Theorem 11 . ( a ) REF - TXT C JREF - TXT ( b ) REF - INF C JREF - INF ( c ) REF ...
... JREF=J 40 cont INUE C ALLOCATE DATA UNIT *K* TO CLUSTER + JREF * NUMBR (JREF ) = NUMBQ (JREF ) + 1 J1 = (JREF-1 ) *NV DO 50 i = 1 2 NV J1 = J1 + 1 K 1 =K 1 + 1 TOTAL (JI = TOTAL (J1) + DATA ( K 1 ) CENTQ ( J 1 } =TOTAL (J1) /NUMBR (JREF ) ...
... Jref . Inside the ball || a || ≤ PPM , the perfor- mance level is guaranteed to be better ( smaller ) than Jref · If J ( 0 ) > Jref , our measure has no sense ; however , there might be points a which do yield a performance index ...
... Jref= Jref and kappa: K are given and the approximation computed with At = TK/Nref and J modes. The solution ut is returned on the grid with spacing h — 1/Jmf mf— 1 function [t,ut]=pde_oned_Gal_JDt(uO,T,a,Nref,kappa,Jref,J,epsilon,... 2 ...
... Jref: G ≡ F∗ JLL/Jref = Jmax JLL , (2.23) which expresses the performance of the proposed structureJ max against the theoretical achievement JLL of a Lambertian texture. Therefore, the G factor quantifies the electrical current in ...
... JREF if jref1 > j , jref = jref1 ; elseif jref2 < j , jref = jref2 ; elseif jref1 == j , jref = jref1 ; elseif jref2 == j , jref = jref2 ; elseif ( jref1 == 0 ) & ( jref2 == 0 ) , jref = 0 ; else jref = j ; end ; % DEFINE ANGLE OF ...
... Jref , with values increasing to Jref at r 0.28 Y , the tip value was equal to 0.90Jref , and variations occurred out to r = 17 p , where Jref was achieved . Hence , the results suggest a trend which has Jtip decreasing relative to the ...
... Jref,1, Jref,2 and Jref,3 Any three 3D joint co-ordinates: J1, J2 and J3 3D joint co-ordinate of spine S Output: One acute angle feature say a and one normal distance say nd Procedure: Begin nref ( ) dref = cross Jref,1 À Jref,2 ,Jref,1 ...
... Jref in terms of readily available soil properties. log10(G0/G -1) = 1.5 2.0 0.74log10(J/Jref) R 2 = 0.96 n=1105 S.E.=0.130 p<0.001 -3.0 -2.5 -2.0 -1.5 -1.0 -0.5 0.5 1.0 0.0 log( -4.0 -3.0 -2.0 -1.0 0.0 1.0 2.0 3.0 log10(J/Jref) Figure ...
... jref such that Sopt(imid)−S(imid,Wopt(jref),m)<ΔSmax, where Wopt(k)=argmaxW∈N*S(k,W,m) and Sopt(k)=S(k,Wopt(k),m). Let Wopt(jref) be in W. 3. Find the smallest integer imid=jref such that Sopt(imid)−S(imid,Wopt(jref),m)>ΔSmax. 4. If ...