forked from Sasserisop/MATH201
179 lines
2.6 KiB
JSON
179 lines
2.6 KiB
JSON
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{"index":[{"permalink":"/lec-4.html","summary":"two new equations Linear coefficients equations …","tags":["\n#ex"," #de_LC_type1","\n#end"],"thumbnail":"","title":"(lec 4)"},{"permalink":"/bernoulli-de-lec-3.html","summary":"Bernoulli\u0026rsquo;s equation: $$\\frac{ dy }{ dx } +P(x)y=Q(x)y^n …","tags":[" #de_b_type1)","\n#ex"," #de_b_type1","\n#end"],"thumbnail":"","title":"Bernoulli DE (lec 3)"},{"permalink":"/homogenous-de-lec-2.html","summary":"#start of lecture 2\n2 new tricks: homogenous and linear DE Homogenous …","tags":[" #de_h_type1)"," #de_h_type2)"," #ex"," #de_h_type1"," #de_h_type2"],"thumbnail":"","title":"Homogenous DE (lec 2)"},{"permalink":"/linear-de-lec-23.html","summary":"The world is non-linear, many solutions, many paths to the solution. …","tags":[" #de_L_type1)"," #de_L_type2)"," #remember","\n#end"," #start","\n#ex"," #de_L_type2"," #de_L_type1"," #IVP"],"thumbnail":"","title":"Linear DE (lec 2\u00263)"},{"permalink":"/seperable-de-lec-1.html","summary":"#start of lecture 1\nIntro (Newton example): Newton example where we …","tags":[" #de_s_type1)","\n#ex"," #IVP"," #de_s_type1","\n#end"],"thumbnail":"","title":"Seperable DE (lec 1)"},{"permalink":"/things-to-remember.html","summary":"This is an incomplete list. I\u0026rsquo;m trying to add to it as I go. …","tags":[" #remember"],"thumbnail":"","title":"Things to remember"}],"tags":["de_b_type1","de_b_type1)","de_h_type1","de_h_type1)","de_h_type2","de_h_type2)","de_L_type1","de_L_type1)","de_L_type2","de_L_type2)","de_LC_type1","de_s_type1","de_s_type1)","end","ex","IVP","remember","start"]}
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