 About 1,810 results  books.google.com theorem. Hansted, B. G. Teix. J. Sc 2 (1880)154Equation .1:"'=a+b~/1. Valat, —
deaux Act Ac Sc (1844) 177Euclid, Book ... property Stephanoa, C Par S Mth.
B11 7 (1879) 81 —, theorem of éeby8ev Le Paige, C. Brux Ac B11 25 (1893)
235 ... 

 books.google.com Mansion“4]. His proof of (4) should have been credited to Catalan.“ E. Catalan“
gave a condensation and slight modification of Mansion's" paper. C. Le Paige (
ibid., pp. 1768) proved Mansion's“ theorem that every product equals a
determinant ... 

 books.google.com (See Theorem 2.2.4 in Chapter 2.) ... [le+lu(m)(l+2e()) + Zap/ma max ] / IIVmuII
where El and so are defined in Eqn(2.3.15). ... Using this lemma Paige then
proves the following theorem for what he calls stabilized eigenvalues of the
Lanczos ... 

 books.google.com Le Paige, С. M. M. H. H. [1877] (xn) Brux. S. Se. A. 2 (1878) (Pt. 1) 54 ; (Pt. 2) 25.
... new theorem. Berzolari, L. Palermo Cir. Mt. Bd. 3 (1889) 145. quadruple, on
curves of 4th degree. Vriee, J. de. Amst. Ak. Vs. M. 4 (1888) 307 ; Arch. Néerl. 

 books.google.com The first known theorem of this type we owe to Le Paige, who published it in the
Liége Memoirs of 1880 (see Hist. of Dets., iv, p. 4), the basic array for it being not
nby(n+2), but nby(n+1). The enunciation which we have given of our theorem
... 

 books.google.com A Survey Andreas Brandstädt, Van Bang Le, Jeremy P. Spinrad. Theorem 5.5.2 [
372] A graph G is strongly chordal if and only if every induced subgraph of G has
a simple vertex. Corollary 5.5.1 A graph is strongly chordal if and only if it admits
... 

 books.google.com theorem of Cebysev. Le Paige, C. Brüx. Ac. BU. 25 (1893) 235. — quantities.
Léger, É. Liouv. J. Mth. 1 (1836) 93. , elementary theory. Egidi, G. Bm. N. Line. At
. 46 (1893) 149. — — , theorem. Lebesgue, V. A. Liouv. J. Mth. 1 (1836) 266. 

 books.google.com Iain S. Duff, Gilbert W. Stewart  1979  Preview Theorem 1. Paige [l]. Given k < m and an eigenvalue fie of T^ with corre ks
spending eigenvector u , then (12) min ... Paige [l]. Let the eigenvalues MJ. k1 <j
<k + 1 , of Tm satisfy for some b>0 (13) /ik_i + b < Mic < Mk+ib, and le£ u1 be ... 

 books.google.com C. Le Paige (107) employing a method given by C. Le Paige (106) constructed a
Ct when fourteen points were given. ... Dual theorem. By quadratic inversion,
consider a triangle and an inscribed C2, P as Brianchon point. Any C2 ... 

 books.google.com C. Le Paige(107) employing a method given by C. Le Paige(1M) constructed a
Cs when fourteen points were given. ... as to C, and as to C4. Dual theorem. By
quadratic inversion, consider a triangle and an inscribed C2, P as Brianchon
point. 

 