Je was op zoek naar: algebraic (Duits - Engels)

14 (1940-now) algebraic geometry
14 (2003), no. 4 14 (2003), no. 3

)* "the algebraic eigenvalue problem".
" 1963;* "the algebraic eigenvalue problem".

): "homotopy invariant algebraic structures.
==references====additional reading==* "homotopy invariant algebraic structures.

*"rational curves on algebraic varieties.
*"rational curves on algebraic varieties.

* "algorithms in algebraic number theory.
* "algorithms in algebraic number theory.

infinity can not be used in algebraic equations.
infinity can not be used in algebraic equations.

== schriften ==* "rounding errors in algebraic processes.
==selected works==* "rounding errors in algebraic processes.

*ioan m. james: "handbook of algebraic topology.
* tom dieck, t., algebraic topology.

== schriften ==*"diophantine approximation on linear algebraic groups.
== selected publications ==*"diophantine approximation on linear algebraic groups.

== weblinks ==*the structure of algebraic varieties== verweise ==
equivalently, the variety is smooth (free from singular points).

" springer 2006* "the algebraic theory of quadratic forms.
" springer 2006; 2nd printing, 2010* "the algebraic theory of quadratic forms.

" dover, new york 1949*"introduction to algebraic number theory.
mann was professor at the university of arizona from 1971–1975.

résumé summer school on "algebraic stacks and related topics" .
abstract summer school on "algebraic stacks and related topics" .

2 neue abschnitte algebraic surfaces (1) und algebraic surfaces (1)
added 2 new parts algebraic surfaces (1) and algebraic surfaces (1)

* robert m. switzer: "algebraic topology – homology and homotopy.
==see also==* mapping cone (homological algebra)==references==

statements (as in most algebraic languages) provide the sequencing of expression evaluation.
statements (as in most algebraic languages) provide the sequencing of expression evaluation.

résumé nairobi workshop in algebraic geometry , at the school of mathematics of the university of nairobi.
abstract nairobi workshop in algebraic geometry , at the school of mathematics of the university of nairobi.

* mit shaun wylie: "homology theory: an introduction to algebraic topology.
isbn 0-521-05265-3* peter j. hilton, shaun wylie, "homology theory: an introduction to algebraic topology", cambridge university press, new york, 1960.

g. bliss, algebraic functions, amer. mat. soc. colloq. publ., vol. 16, 1933.
10 (2008), no. 2 10 (2008), no. 1

broadly valid algebraic relationships among these procedures, which previously had not been connected to each other, are deduced.
broadly valid algebraic relationships among these procedures, which previously had not been connected to each other, are deduced.