This is how the rendering equation is written in the textbook
$$L(p,\omega) = L_e(p,\omega) + \int f(p,\omega_i,\omega) \, L(p*,-\omega_i)\cos \theta \, d\omega_i$$
which component of this equation handles the shadowing?
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1$\begingroup$ BTW, what is the "*" notation in this formula? I've never seen that in the rendering equation before. $\endgroup$– Nathan ReedCommented May 8, 2016 at 18:32
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$\begingroup$ @NathanReed p* is just a point from another surface, L(p*,-wi) is just the radiance from point p in direction wi $\endgroup$– user2976568Commented May 8, 2016 at 18:53
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1 Answer
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Light that is blocked will mean that $L(p*, -w_i)$ under the integral is 0 plus how much light the blocking object itself reflects.
In other words the shadowing is embedded in the incoming light function.
