Athipat Thamrongthanayalak

Address:

Education:

Research:

Publications:

• `Michael's selection theorem in d-minimal expansions of the real field', Proc. Amer. Math. Soc., Vol. 147, No. 3 (2019), 1059--1071.
• `D-minimal expansions of the real field have the zero set property' with Chris Miller. Proc. Amer. Math. Soc., Vol. 146, No. 12 (2018), 5169--5179.
• `Dimensional coincidence does not imply measure theoretic tameness', Fundamenta Mathematicae, Vol. 242 (2018), 103--107.
• `Linear extension operators for continuous functions on definable sets in p-adic context', Math. Logic. Quart., Vol.63, No.1-2 (2017), 104--108.
• `Whitney's extension theorem in o-minimal structures', Ann. Polon. Math., Vol.119, No.1 (2017), 49--67.
• `Michael's selection theorem in a semilinear context' with Matthias Aschenbrenner, Advances in Geometry, Vol.5, No.3 (2015), 801--815.
• `Definable smoothing of continuous functions', IJM, Vol.57, No.3 (2013), 801--815.
• `A simple proof of Silver's Theorem' with Pimpen Vejjajiva, J Math. Research, Vol.2 (2010), 81--84.
• `A note on the existence of the integers and rationals' with Pimpen Vejjajiva, Sci. Asia, Vol.35 (2009), 396--399.

• `Whitney's extension problem in o-minimal structures' with Matthias Aschenbrenner pdf .

Teaching:

• Math Model 2301223
• Math Logic 2301421

• Prin Math 2301224 /2561
• Calculus I 2301103 /2561
• Mathematical Logic 2301421 /2560
• Model Theory 2301602 /2560
• Calculus I 2301107 /2560
• Calculus II 2301114 /2560

Seminar