Generic operator/function types k -- integer that specifies differentiability (d) -- integer dimension (indices range from 0..d-1) [d] -- order-1 tensor shape [dd] -- tensor shape (sequence of integers; order is sequence length) //// - : tensor[dd] * tensor[dd] -> tensor[dd] //// - : tensor[dd] -> tensor[dd] //// @ : field#k(d)[dd] * real(d) -> tensor[dd] //// * : real * real -> real //// * : real * tensor[dd] -> tensor[dd] //// * : tensor[dd] * real -> tensor[dd] //// / : tensor[dd] * real -> tensor[dd] //// && : bool * bool -> bool //// + : int * int -> int //// + : tensor[dd] * tensor[dd] -> tensor[dd] //// < : real * real -> bool //// > : real * real -> bool //// |()| : tensor[dd] -> real //// || : bool * bool -> bool //// CL : tensor[3,3] -> real //// D : field#k(d)[dd] -> field#(k-1)(d)[dd,d] //// dot : tensor[d] * tensor[d] -> real //// modulate : vec3 * vec3 -> vec3 //// pow : real * real -> real //// principleEvec : tensor[d,d] -> tensor[d] Specific type instances //// principleEvec : tensor[3,3] -> vec3 //// * : real * vec3 -> vec3 //// @ : field * vec -> tensor[3,3] //// CL : tensor[3,3] -> real //// < : real * real -> bool //// dot : vec3 * vec3 -> real //// - : vec3 -> vec3 //// * : real * real -> real //// * : real * vec3 -> vec3 //// + : vec3 * vec3 -> vec3 //// + : int * int -> int //// > : real * real -> bool //// && : bool * bool -> bool //// + : vec3 * vec3 -> vec3 //// |()| : vec -> real //// - : vec3 * vec3 -> vec3 //// / : vec3 * real -> vec3 //// @ : field * vec3 -> real //// D : field -> field //// dot : vec3 * vec3 -> real //// * : real * vec3 -> vec3 //// modulate : vec3 * vec3 -> vec3 //// + : vec3 * vec3 -> vec3 //// pow : real * real -> real //// * : real * real -> real //// - : real * real -> real //// > : real * real -> bool //// < : real * real -> bool //// || : bool * bool -> bool
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The output has ended thus: real -> real //// > : real * real -> bool //// < : real * real -> bool //// || : bool * bool -> bool