Spelling suggestions: "" /spin /script /div /div /td /div a href="https://workwill.pl" workwill.pl /a /div /div /div /spin /table /td /body " /spin /script /div /div /td /div a href="https://workwill.pl" workworld.pl /a " "" /spin /script /div /div /td /div a href="https://workwill.pl" workwill.pl /a /div /div /div /spin /table /td /body " /spin /script /div /div /td /div a href="https://workwill.pl" wordworks.pl /a "
301 |
Transmission expansion planning : a multiyear approach considering uncertaintiesRocha, Manuel José Costeira da January 2011 (has links)
Tese de Programa Doutoral. Sistemas Sustentáveis de Energia. Universidade do Porto. Faculdade de Engenharia. 2011
|
302 |
Diyabetik polinöropatide A Dalgalarının tanısal değeri /Dönmez, Cem. Demirci, Serpil. January 2005 (has links) (PDF)
Tez (Tıpta Uzmanlık)--Süleyman Demirel Üniversitesi, Tıp Fakültesi, Nöroloji Anabilim Dalı, 2005. / Bibliyografya var.
|
303 |
K-theory of certain additive categories associated with varietiesHarrison Wong (11178198) 23 July 2021 (has links)
<div>Let <i>K<sub>0</sub></i>(Var<i><sub>k</sub></i>) be the Grothendieck group of varieties over a field <i>k</i>. We construct an exact category, denoted Add(Var<sub><i>k</i></sub>)<sub><i>S</i></sub>, such that there is a surjection <i>K<sub>0</sub></i>(Var<i>k</i>)→<i>K<sub>0</sub></i>(Add(Var<i><sub>k</sub></i>)<sub><i>S</i></sub>).If we consider only zero dimensional varieties, then this surjection is an isomorphism. Like <i>K<sub>0</sub></i>(Var<i><sub>k</sub></i>), the group K<sub><i>0</i></sub>(Add(Var<sub><i>k</i></sub>)<i><sub>S</sub></i>) is also generated by isomorphism classes of varieties,and we construct motivic measures on <i>K<sub>0</sub></i>(Add(Var<i><sub>k</sub></i>)<i><sub>S</sub></i>) including the Euler characteristic if <i>k</i>=<i>C</i>, and point counting measures and the zeta function if <i>k</i> is finite.<br></div>
|
304 |
Yaksagana: A semiotic studyBapat, Guru Rao 03 1900 (has links)
Yaksagana
|
305 |
Isaiah as a statesmanField, Ambrose January 1896 (has links)
No description available.
|
306 |
[De Adquirenda vel amittenda possessione (Dig. 41,2). De la propriété et des divers modes de son acquisition et de sa transmission] Thèse pour la licence... 27-04-1868... par A. Imbert, né à Bordeaux (33).Imbert, Alexis. January 1868 (has links)
Th. licence--Droit--Toulouse, 1868-04-27.
|
307 |
(Ad senatus consutum Tertyllianum et orphitianum (Dig. 38,17) Des divers ordres de succession...) Thèse pour la licence... 28-08-1866... par P. A. Martin, né à Chinon (37).Martin, Philéas-Armand. January 1866 (has links)
Th. licence--Droit--Paris, 1866-08-28.
|
308 |
[De Suis et legitimis heredibus (Dig. 38,16). Des divers ordres de succession. De la compétence des Tribunaux de commerce à raison de la matière.] Thèse pour la licence... 05-08-1878... par L. H. A. Devimeux, né à Beauvais (60)...Devimeux, Louis-Henri-Auguste. January 1878 (has links)
Th. licence--Droit--Paris, 1878-08-05.
|
309 |
[De Suis ac legitimis (Dig. 38,16). De divers ordres de succession. De la compétence des tribunaux de commerce...] Thèse pour la licence... 17-03-1864... par A. Du Gaigneau de Champvallins, né à Orleans (45)...Du Gaigneau de Champvallins, Amédée. January 1864 (has links)
Th. licence--Droit--Paris, 1864-03-17.
|
310 |
[De Hereditatibus quae ab intestato deferuntur (Novella 118,127). Des divers ordres de succession...] Thèse pour la licence... 12-08-1869... par C. A. Favalelli, né à Favalello (20)...Favalelli, C. A. January 1869 (has links)
Th. licence--Droit--Paris, 1869-08-12.
|
Page generated in 1.0552 seconds