Utilize your financial knowledge, give your answer or opinion to the input question or subject . Answer format is not limited.

Can housing prices rise faster than incomes in the long run? 
In a strictly mathematical sense, no. Or rather, it depends what 'long run' means.  Say today the home average is $200K, and payment is $900/mo. The $900 today happens to be about 20% of the median US monthly income (which is approximately $54,000/yr). Housing rises 4%/yr, income 3%/yr. In 100 years (long enough?) the house costs $10M but incomes are 'only' $1.03M/yr, and the mortgage, even at the same rate is $45K/month, or, to be clear, it rose to 52% of monthly income.  My observation is that, long term, the median home costs what 25% of median income will support, in terms of the mortgage after downpayment. Long term. That means that if you graph this, you'll see trends above and below the long term line. You'll see a 25 year bubble form starting in the late 80's as rates dropped from near 18% to the Sub-4% in the early 00s. But once you normalize it to percent of income to pay the loan, much of the bubble is flattened out. At 18%, $1500/mo bought you a $100K mortgage, but at 3.5%, it bought $335K. This is in absolute dollars, wages also rose during that time. I am just clarifying how rates distort the long term trends and create the short term anomalies.