Eߣ B† B÷ Bò Bó B‚„webmB‡ B S€g O6B M›t@ 8EÙ¹7íG{€t@Qï½F #&úÎS Ö ¤W¿»î ¿YÜ F–®d` L†J"mBzaC Œ® ãK Þ a&!lXè ÕmÞ`³¢¿ Gš»\ÕDyÀÙŸVQ »d "8BÄÑoÚ–a8EÿóŸæÍGÄW 'çÓÄc i ‚o= a§PÍv ^ùj'— I ¸À˜ã‰YZ ‚;¨ u ŽÀ‹ ÎÈ °xÍÈÝ R¦Ù;Ì 9îZMATH 42 (1516) partial diferential equations CUHK Exercise 23 2 Consider a solution of the di usionn equation u t= u xxin f0 x l;0 tSolutions for homework assignment #2 Problem 1 Show that the equation ∂u ∂t = k ∂2u ∂x2 Q(u,x,t) is linear if Q(u,x,t) = α(x,t)uβ(x,t) and in addition homogeneous if β(x,t) = 0 ベスト Q C 大きな新しい壁紙無料bhd V²ü ÍâÔ³ ±Ü¿ A CXg