# Quasiconformal extension fields

## Related Articles

- WHITNEY'S EXTENSION PROBLEMS AND INTERPOLATION OF DATA. Fefferman, Charles // Bulletin (New Series) of the American Mathematical Society;Apr2009, Vol. 46 Issue 2, p207
Given a function f : E â†’ R with E âŠ‚ ℝ:n, we explain how to decide whether f extends to a âŠ‚m function F on â„n. If E is finite, then one can efficiently compute an F as above, whose Cm norm has the least possible order of magnitude (joint work with B. Klartag).

- An effective minimal encoding of uncountable sets. Kanovei, V.; Lyubetsky, V. // Siberian Mathematical Journal;Sep2011, Vol. 52 Issue 5, p854
We propose a method for encoding sets of the countable ordinals by generic reals which preserves cardinality and enjoys the property of minimality over the encoded set. For W âŠ† Ï‰ there is a cardinal-preserving generic extension L[ W][ x] of the class L[ W] by a generic real x such that...

- Isolated d.r.e. degrees are dense in r.e. degree structure. Ding, Decheng; Qian, Lei // Archive for Mathematical Logic;1996, Vol. 36 Issue 1, p1
.

- Rational Points on Elliptic Curves y2 = x3 + a3 in Fp, where p = 5(mod 6) is Prime. Gokhan Soydan; Musa Demirci; Nazli Yildiz Ikikardes; Ismail Naci Cangul // International Journal of Mathematics Sciences;Dec2007, Vol. 1 Issue 4, p247
finite fields Fp where p = 5 (mod 6). We obtain results on the number of points on an elliptic curve yï¿½ = xï¿½ + aï¿½(mod p), where p = 5 (mod 6) is prime. We give some results concerning the sum of the abscissae of these points. A similar case where p = 1 (mod 6) is considered in...

- On the density of the pseudo-isolated degrees. Wu, Guohua // Proceedings of the London Mathematical Society;Mar2004, Vol. 88 Issue 2, p273
A d.c.e. (2-computably enumerable) degree d is pseudo-isolated if d itself is non-isolated (in the sense that no computably enumerable (c.e.) degree below d can bound the c.e. degrees below d) and there is a d.c.e. degree \textbf{b} < \textbf{d} bounding all c.e. degrees below d. We prove in...

- A random degree with strong minimal cover. // Bulletin of the London Mathematical Society;Oct2007, Vol. 39 Issue 5, p848
We show that there exists a Martin-LÃ¶f random degree which has a strong minimal cover.

- MULTIPLE PERIODIC SOLUTIONS OF A DISCRETE TIME PREDATOR-PREY SYSTEMS WITH TYPE IV FUNCTIONAL RESPONSES. Zhigang Liu; Anping Chen; Jinde Cao; Fengde Chen // Electronic Journal of Differential Equations;2004, Vol. 2004, p1
By using the continuation theorem of Mawhin's coincidence degree theory, some sufficient conditions are obtained ensuring the existence of multiple positive periodic solutions of a discrete time predator-prey systems with type IV functional responses.

- PERIODIC SOLUTIONS FOR n-TH ORDER DELAY DIFFERENTIAL EQUATIONS WITH DAMPING TERMS. Lijun Pan // Archivum Mathematicum;2011, Vol. 47 Issue 4, p263
By using the coincidence degree theory of Mawhin, we study the existence of periodic solutions for n th order delay differential equations with damping terms Due to image rights restrictions, multiple line equation(s) cannot be graphically displayed. Some new results on the existence of periodic...

- GALOIS MODULE STRUCTURE OF pTH-POWER CLASSES OF CYCLIC EXTENSIONS OF DEGREE pn. MIN�C, J�N; SCHULTZ, ANDREW; SWALLOW, JOHN // Proceedings of the London Mathematical Society;Mar2006, Vol. 92 Issue 2, p307
In the mid-1960s Borevi$\setminus$v\{c\} and Faddeev initiated the study of the Galois module structure of groups of \$p\$th-power classes of cyclic extensions \$K/F\$ of \$p\$th-power degree. They determined the structure of these modules in the case when \$F\$ is a local field. In this paper...