Wallis, John

It seems that the idea of a fourth dimension sometimes made philosophers and mathematicians a little nervous. John Wallis (1616-1703)—the most famous English mathematician before Isaac Newton and best known for his contributions to calculus s origin—called the fourth dimension a monster in nature, less possible than a Chimera or Centaure. He wrote, Length, Breadth, and Thickness, take up the whole of Space. Nor can fansie imagine how there should be a Fourth Local Dimension beyond these three. ... 

M. B. Smith, J. March in March s Advanced Organic Chemistry, 5,h ed., John Wiley and Sons, Inc., New York, 2001, pp 1380, 1384 T. Laue, A. Plagens, Named Organic Reactions, John Wiley and Sons, Inc., New York, 1998, pp, 153-154 E. L. Wallis, J. F. Lane, Organic Reactions 3, 7. 

Wallis, in Gilman s Organic Chemistry, p. 997 ft, John Wiley Sons, New York, 1943. 

Figure 8.5 Schematic of bioreactor and two extremes used for modeling the contacting pattern, (a) Complete backmix. (b) Plug flow. [Reproduced from AnaKsis of a Continuous, Aerobic Fixed-Film Bioreactor. I. Steady-State Behavior. b Y. Park. M. E. Davis, and D. A. Wallis, Biotech. Bioeng., 26 (1984) 457, copyright 1984 Wiley-Liss, Inc., a subsidiary of John Wiley and Sons, Inc ]...

Figure 8.5.4 Corr aii-i i jvnomtaii-.e. n. . inpletely back -, xe.i, uid plug flow contacting pattenis. [Reproduced from Anal>"sis of a Continuou.s.. Aerobic Fixe Eilm Bioreactor. I. Steiidy-State Bclia ior, by P. Park. M. E. Davis, aiul D. A. Wallis, Biotet / Bioi. j. 2(t 984i 45 . c. pv 1984. Wi Liss. Inc., a. sf.- - di. -v of John Wiley...

Wallis. M.. Howell. S. I... and Taylor. K. W. The BKK hcmistry of the Peptide Hormones. C hichester. U. K.. John Wiley Sons. 1985. Wilson. C. A. Hypothalamic amines and the release of gonadotrophins and other anterior pituitary hormones. Adv. Drug Res. 8 119-204. 1974. 

For a review of the Hofmann reaction, see Wallis and Lane, in Adams, Organic Reactions, Vol. Ill, p. 267, John Wiley and Sons, New York, 1946. 

The Hofmann Reaction Everett L. Wallis and John F. Lane... 

Wallis, G.B. (1969). One-Dimensional Two-Phase Flow. McGraw-Hill. Whitham, G.B. (1974). Linear and Non-Linear Waves. John Wiley Sons. 

Wallis Budge, E. A. 1920. An Egyptian Hieroglyphic Dictionary. London John Murray,... 

---