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THE CAUCHY PROBLEM IN CN FOR LINEAR SECOND ORDER …...second order equations and quadric surfaces, the present approach is slightly more general than that of Sternin and Shatalov
On behalf of joint ITEP / IHEP team: A. Arefiev, N. Filimonov, T. Kvaratskheliya, I. Machikhiliyan, P. Shatalov, T. Zakoryuchkina, A. Zhokhov, S. Zvyagintsev
Differentials: Linear and Quadratic Approximationsee-math.math.tamu.edu/~shatalov/MATH 151 Project.pdfBy Kenny Abitbol, Sam Mote, and Evan Kirkland Introduction of Linear Approximation
Title : Oct 17-9:03 PM (Page 2 of 11)shatalov/cn_13_3.pdf · Title : Oct 20-3:29 PM (Page 11 of 11) FACT: If f (x, y) > C) and f is continuous on the region D then the volume V of
Title : Sep 28-7:51 PM (Page 2 of 14)shatalov/cn_8_9.pdfTitle : Sep 28-7:57 PM (Page 14 of 14) REMARK 2. Not all areas on an unbounded interval will yield finite areas. DEFINITION
