An Irony of Social Conservatism

There is an irony at the ideological heart of social conservatism.  Many social conservatives are uncomfortable with lifestyle choices that differ from their own.  That is pretty much what makes them social conservatives.  The great irony is that in order for these social conservatives to freely express their views, and even try to petition government to change its laws and policies in their favor, they need a government which is liberal, as in legally neutral, about the lifestyle choices of its citizens.  If social conservatives lived in another country which was socially conservative in a different way (say it forced its people to observe certain religious or moral codes with which our American social conservatives disagreed) they would be out of luck.  It is the great virtue of social liberalism that the government seeks to be tolerant of many different lifestyle choices, and even give those who seek to undermine this virtue the political right to express their opinions.  If social conservatives really think they’re the marginalized ones in society, they should be especially grateful they live in a society that observes social liberalism.

[I seek to distinguish social conservatism from economic conservatism as libertarians are socially liberal but economically conservative–that is economically “conservative” in the contemporary vernacular, but actually classically liberal.  In the above I use the terms “conservative” and “liberal” in the academic sense (liberals are pro freedom and government neutrality or non-interference, as argued by Ronald Dworkin—though there is a healthy discussion philosophically between positive and negative liberty).  Also, any use of “ideological” isn’t meant as a term of derision, but as, “a set of beliefs about the proper order of society and how it can be achieved.”  (Erikson and Tedin 2003, p. 64, cited in Jost, Federico, and Napier 2009, p. 309).]

For more on positive and negative liberty and conservatism and libertarianism, see “Liberty: Positive and Negative (Cato Unbound)”, by David Schmidtz, et al. here: