WHAT DOES BĂȘICÁT MEAN IN ROMANIAN?
Click to
see the original definition of «bășicát» in the Romanian dictionary.
Click to
see the automatic translation of the definition in English.
Definition of bășicát in the Romanian dictionary
BĂŞICATĂ ~ te (~~, ~ te) pop. It has the shape of a blister; in the form of blister. / a (se) blister + suf. ~ at BĂȘICÁT ~tă (~ți, ~te) pop. Care are formă de bășică; în formă de bășică. /a (se) bășica + suf. ~at
Click to
see the original definition of «bășicát» in the Romanian dictionary.
Click to
see the automatic translation of the definition in English.
10 ROMANIAN BOOKS RELATING TO «BĂȘICÁT»
Discover the use of
bășicát in the following bibliographical selection. Books relating to
bășicát and brief extracts from same to provide context of its use in Romanian literature.
1
Introduction to Commutative Algebra and Algebraic Geometry
By Nakayama's lemma this is equivalent with the condition that Mp has a minimal system of generators containing at least k elements of Up. For me M, U = (m) is 1-time basic at p if and only if m is basic at p. Lemma 2.12. Let {m1, ..., mt) be a ...
2
Ideals and Reality: Projective Modules and Number of ... - Pagina 227
Such an element is called a basic element of M. Formally, Let m G M. We say m is basic at p if m <11 Mp E m is part of basis of the k(p) (= Rp/pR,,)-vector space M1,/pM,, E m 96 0 in M ®R k(p). We say m is a basic element of M if m is basic at p, ...
Friedrich Ischebeck, Ravi A. Rao, 2006
3
Projective Modules and Complete Intersections
By Lemma 4.1.2 we can find ml — m\ + aaimr, m2 = m2 + a^mr, . . . ,mr-i = mr-i + a, — imr such that {m", . . . , m"-i } is wj-fold basic at pj for i = 1 to k'. Since min{r — 1,0^} = wj, for i = 1 to k', we see that {m",. . . , m"^} is min{r — l,wj}-fold basic at p;.
4
Commutative Ring Theory - Pagina 36
Proof. Step 1. For peSpecX and xeM, we will say that x is basic at p if x has non-zero image in M <g>K(p). It is easy to see that this condition is equivalent to //(p, M/Ax) = /i(p, M) — 1. Lemma. Let M be a finite /4-module and p,,. . . ,pne Supp(M).
H. Matsumura, Miles Reid, 1989
5
Digest of Education Statistics (1999) - Pagina 138
Percent of students at or above selected geography proficiency levels, by selected characteristics and grade level: 1994 Selected characteristics of students Percentage of 4th-graders Below basic At or above basic At or above proficient At or ...
6
Yes We Can!: Improving Urban Schools Through Innovative ...
Twelfth Grade Figure 9.9 highlights the mathematics academic levels for. Below Basic At Basic At Proficient At Advanced Below Basic At Basic At Proficient At Advanced Below Basic At Basic At Proficient At Advanced Below Basic. 154 I P. J. ...
Leanne Howell, Chance Wayne Lewis, Norvella Carter, 2011
7
Award - Ediţiile 438-594 - Pagina 100
3 wks. 3 5ks. 3 5ks. 3 5ks. u or L at l00% basic, 3 wks at 30% basic, 3 5ks at 30% basic, 3 5ks at l00% basic, 3 5ks. at 73 % basic at 73 % basic at 73 % basic at 73 % basic at 30% basic, 3 5ks. at 73 % basic at 30% basic, 3 5ks at 73 % basic at ...
Great Britain. Central Arbitration Committee, 1979
8
Nation’s Report Card: U.S. History 2010 - Pagina 45
Percentage of twelfth-grade students responding correctly at each achievement level: 2010 Overall Below Basic At Basic At Proficient At Advanced 45 24 64 92 ‡ ‡ Reporting standards not met. The number of students who answered this ...
9
Reading Report Card for the Nation and the States, 1998 (NAEP)
Percentage Percentage Percentage Percentage below Basic at Basic at Proficient at Advanced 100 75 50 25 0 25 50 75 100 Percentage at or below Basic Percentage at or above Proficient Central city Urban fringe/ large town Rural/ small ...
Patricia L. Donahue, 1999
10
Export and Import Price Index Manual: Theory and Practice - Pagina 342
... P12 P13 P11 P12 P13 Output Output Output Output Output Output at basic at basic at basic I at basic at basic at basic prices 1 X prices 1 X prices 1 X prices 1 X Prices 1 >< prices 1 x Industry Industry Industry Industry Industry Industry Note: ...
OECD, International Labour Office, International Monetary Fund, 2010
