ROMANIA BUKU YANG BERKAIT DENGAN «DISTRÁ»
Ketahui penggunaan
distrá dalam pilihan bibliografi berikut. Buku yang berkait dengan
distrá dan ekstrak ringkas dari yang sama untuk menyediakan konteks penggunaannya dalam kesusasteraan Romania.
1
Bounded and Compact Integral Operators - Pagina 90
Now let X > dist(Ra, K(X,Y)). Then by Lemma 2.1.1, there exists P e JFr(X, Y) such that |Ro – P|| < A. By virtue of Lemma 4 for e = (A – |Rø – P||)/2 there are Te Pr(X, Y) and [a, 8 C (0, Co) such that (2.1.2) and (2.1.3) hold. From (2.1.2) we obtain ...
David E. Edmunds, Vakhtang Kokilashvili, Alexander Meskhi, 2013
2
Boundary Elements: An Introductory Course - Pagina 229
... 1+AL*(2*ETA1*RD1**2+2*ETA1)—FA*ETA1)*2*GE/(DE*RA**2)*0ME(I)*SQRT(AX 2**2+AY**2) S211=S211+(2*DIST/RA*(AL*RD2-4*RD1**2*RD2)+4*XNU*ETA1*RD1*RD2+AL*2 ...
C. A. Brebbia, J. Dominguez, 1996
3
Distributed Computing and Networking: 14th International ...
If dist(ra, rall) > 0" in the graph G for any two subsequent requests ra e p: and ra '1 e P'. we fix r = ro and r = ra '1. ii. if dist(ra, ra '1) < a." " in the graph G for any two subsequent requests ra e p: and ra '1 € p: , then according to Lemma.[3] there ...
Davide Frey, Michel Raynal, Saswati Sarkar, 2013
4
The Boundary Element Method For Engineers - Pagina 156
C. A. Brebbia. D222 = D222 + (AL*RD2 + 2*RD2**3)/(DE*RA)*OME(I)*SQRT(AX**2 + 1 AY««2) S1 11 =S1 11 + (2*DIST/RA*(AL*RD1 + XNU*2*RD1 -4*RD1**3) + 1 4*XNU*ETA1*RD1**2+ AL*(2*ETA1 *RD1 **2 + 2*ETA1) - FA»ETA1) 2 ...
5
The Observer's Sky Atlas: With 50 Star Charts Covering the ...
With 50 Star Charts Covering the Entire Sky Erich Karkoschka. NEBULA Position v-Mag. Size Shape Type Vis. Dist. R.A. Dec. 281 .. Cas 7e 14/u' 20' o Ern DN 7000ly 0°52°f8 56°60 457 Cas 6% 11 12 (I) r DC 8000 1 19.6 58.27 559 .. Cas E 8 ...
6
MDR's School Directories, 1997-98 - Pagina 164
Dooa/Monert Sch Dist Rl 6 4 Doss, Leigh/Sfurgeon Sch Dist RS 67 9 Doss, TimMteoo City Sch Dist 7 80 54 Dougherty, Freddie/Mansfe« Soft Qsr RA 85 121 Dougherty, William/CaUao Sch Dist CS 6,83 65 Douglas, Jerry/Diamond Sch Dist RA ...
Market Data Retrieval, 1998
7
Distributed Computing: 26th International Symposium, DISC ...
26th International Symposium, DISC 2012, Salvador, Brazil, October 16-18, 2012, Proceedings Marcos K. Aguilera. dist(ra ,rb) if dir = 1 and (2d mod 1) = dist(rb ,ra )=1 − dist(ra ,rb) if dir = −1. Moreover rb started its movement in direction −dir.
8
Principles of Distributed Systems: 12th International ... - Pagina 160
In particular, that radius is equal to min(εr/(k+1)(k+ 2),dist(r a ,rb)/(k+ 1)(k+ 2),dist(rb, projrc)/(k+1)(k+2)), which is less than dist(r a ,rb)/k, and also less than dist(rb, projrc)/k, where projrc is the projection of robot rc on the y−axis of rb. Hence, the ...
Theodore P. Baker, Alain Bui, Sebastien Tixeuil, 2008
9
Orthogonal Arrays: Theory and Applications - Pagina 245
The condition is that, if dist(Ra, Rb) = h, then the number of c e {1, ..., N} such that dist(Ra, Rc) = i and dist(Rb, Rc) = j is independent of a, be {1, ..., N} (but may depend on h, i, j), for all h, i,j € {0, ...,k}. Association schemes are of great importance ...
A.S. Hedayat, N.J.A. Sloane, John Stufken, 2012
10
Uch Tepe: Technical reports - Pagina 132
Schaf: Epistr cf S/Z: Ra,prox;Ul' Ziege: Hu-Corp Schwein: Kalotte', juv; Hu, dist; Ra-Corp Lot 73,Locus 5, 1. VA. Corridor. Schaf: Hu, dist; Tal Lot 125*, Locus 48, 2. VIA Corridor. Onager, Phal 1 ant Rind: Mt' Gazelle: Ti-Corp Schwein: Max' 9 Lot ...
