10 BÜCHER, DIE MIT «पारोक्ष» IM ZUSAMMENHANG STEHEN
Entdecke den Gebrauch von
पारोक्ष in der folgenden bibliographischen Auswahl. Bücher, die mit
पारोक्ष im Zusammenhang stehen und kurze Auszüge derselben, um seinen Gebrauch in der Literatur kontextbezogen darzustellen.
1
The Diagonal Infinity: Problems of Multiple Scales - Page 101
Problems of Multiple Scales H. M. Hubey. quintoi(x) = 4-quartoi(x/2)trie(x)/(2+V3) quinto2(x) = quart02(x/2)trie(x) quinto3(x) = 2quartOi(x/2)trie(x) quinto4(x) = cubo(x/2)paro(x/2)squo(x) quint05(x) = cubo(x/2)paro(x)squo(x) quint06(x) ...
2
Rig-Veda-Sanhita: the sacred hymns of the Brahmans : ... - Page 751
5O, 4. brihaspatih samaj* WI.73, 3. brihaspatir amata X. 68, 7. brihaspatir nah pari x.42, I I ; X.43, 11; 2N-44, 1०. brihaspatir nayatu X. 182, I. brihaspate ati II. 23, 15brihaspate jushasva III. 62, 4brihaspate tapusha* II. 3o, 4brihaspate pari X. 1o3, ...
Friedrich Max Müller, Sāyaṇa,
1874
3
Fundamentals of Algebraic Graph Transformation - Page 174
... mpar3,par1c,par2c,par3c}, • ENA = {mname, noOfPars, cname, pname1, pname2, kind1, kind2, kind3}, • EEA = {order1, order2, order3}, { • sourceG : EG →VG : x→ m : x=mpar1,mpar2,mpar3 pari : x = paric, i = 1,2,3 , • targetG:EG→VG:x→ ...
Hartmut Ehrig, Karsten Ehrig, Ulrike Prange,
2006
4
The Classical Decision Problem - Page 346
Define Par°(x) = x and Pari+1(x) = Par(Pari(x)). If y = Pari(x) for some i > 0, then x is younger than y and a descendent of y, and y is older then x and an ancestor of x. We write x < y if x is younger than y. We write x < y if y = Par2(x) for some i > 0.
Egon Börger, Erich Grädel, Yuri Gurevich,
2001
5
A Biographical Dictionary of Eminent Scotsmen - Volume 5 - Page 356
... and not very distantly, with the respectable family of Lauder of Fountainhall. He received all his edu- i Act. Pari., x. 269. » Act. Pari., x. 294. cation in Edinburgh, and passed through the university with considerable 3o6 WILLIAM LAUDER.
Robert Chambers, Thomas Thomson,
1854
6
Computer Program Synthesis Methodologies: Proceedings of ...
... The match succeeds easily between Pari and the first left subtree of Pari:1 as it is shown by the dotted lines which link the successive fragments of the example l. We obtain the following recurrence relation between Pari and Pari4-1 : paro (x) ...
Alan Biermann, G. Guiho,
2012
7
A Biographical Dictionary of Eminent Scotsmen: Hamilton, ... - Page 356
... and not very distantly, with the respectable family of Lauder of Fountainhall. He received all his edu- i Act. Pari., x. 269. * Act. Pari., x. 2E4. cation in Edinburgh, and passed lhrough the university with considerable 3t;8 WILLIAM LAUDER.
Robert Chambers, Thomas Thomson,
1855
8
Taliesin 1911-1914 - Page 99
C i (-' '•.-/—••- •. Xlki'l neirs and assigns fnr.r.r. ine fnllnaing drs.-rihed lleal Usiaie. nf nur Lnrd, One Tnnusand Nine Hundred and ^C-GsV^-tS'T-'te- . Drtasreii ^ VI L Wrt-ii 6I Ua Hr-l .....l (uawx iJunjCL JshLarkJ \□ {J pari 'X ni Un- seennd irtrt, ...
9
Lives of illustrious and distinguished Scotsman, forming a ...
... was connected, and not very distantly, with the respectable family of Lauder of Fountainhall. He received all his edu- i Act. Pari., x. 269. • Act Pari., x. 294. ration in Edinburgh, and passed through the university with considerable LAUDER. 355.
10
Action Refinement in Process Algebras - Page 253
The set of axioms C (PARI) x\nil = x (PAR2) x\y = y\x (PARI) (x\y)\z = x\(y\z) (SEQ) a.(x\y) < a.x\y The set of axioms A (Al) (x + y) + z (A2) x + y (A3) x + nil (A4) x + x (Rl) a.(£ie/u, :p,) = x + (y + z) = y + x = x = x = (a.nil) : (£ie/. u, : p.) + £,e/(a.u,) : ;j,- ...