Output of specific solution

src/bin/svg.rs

@@ -1,3 +1,5 @@
+use std::env::args;
+
 use svg_fmt::*;
 
 use kv::*;
@@ -14,6 +16,8 @@ const COLORS: &'static [Color] = &[
 ];
 
 fn main() {
+	let args = args().collect::<Vec<_>>();
+
 	let vars = [A, B, C];
 	let function = vec![0, 0, 1, 1, 1, 1, 1, 0].into_iter().map(Into::into).collect();
 	let groups = find_groups(&function, &vars, One);
@@ -22,25 +26,33 @@ fn main() {
 		eprintln!("{}", print_implicant(x));
 	}
 	eprintln!("prime:");
-	let prime = find_prime(&function, &vars, One, &groups);
+	let (prime, other) = find_prime(&function, &vars, One, &groups);
 	for x in &prime {
 		eprintln!("{}", print_implicant(x));
 	}
 	eprintln!("solutions:");
-	let solutions = all_solutions(function.clone(), &vars, One, &prime, &groups);
+	let solutions = all_solutions(function.clone(), &vars, One, &prime, &other);
-	for sol in solutions {
+	for sol in &solutions {
 		for x in &prime {
 			eprint!("{} | ", print_implicant(x));
 		}
-		for x in &sol {
+		for x in sol {
 			eprint!("{} | ", print_implicant(x));
 		}
 		eprintln!();
 	}
 
-	let block_masks = groups.iter()
+	let block_masks: Vec<_> = if let Some(Ok(index)) = args.get(1).map(|x| x.parse::<usize>()) {
+		prime.iter()
 			.map(block_to_mask)
-		.collect::<Vec<_>>();
+			.chain(solutions[index].iter().map(block_to_mask))
+			.collect()
+	} else {
+		prime.iter()
+			.map(block_to_mask)
+			.chain(other.iter().map(block_to_mask))
+			.collect()
+	};
 
 	let (grid, w, h) = grid(3);
 	println!("{}", BeginSvg { w: w * SIZE_FACTOR + 3, h: h * SIZE_FACTOR + 3 });

src/lib.rs

@@ -1,4 +1,4 @@
-use std::fmt::{self, Display};
+use std::fmt;
 
 use itertools::Itertools;
 
@@ -99,7 +99,7 @@ pub fn find_groups(func: &FunctionSpec, vars: &[Variable], typ: Output) -> Vec<V
 	groups
 }
 
-pub fn find_prime<'a>(func: &FunctionSpec, vars: &[Variable], typ: Output, blocks: &'a [Block]) -> Vec<&'a [(Variable, Output)]> {
+pub fn find_prime<'a>(func: &FunctionSpec, vars: &[Variable], typ: Output, blocks: &'a [Block]) -> (Vec<&'a [(Variable, Output)]>, Vec<&'a [(Variable, Output)]>) {
 	assert_eq!(func.len(), 2usize.pow(vars.len() as u32));
 
 	let block_masks = blocks.iter()
@@ -125,10 +125,12 @@ pub fn find_prime<'a>(func: &FunctionSpec, vars: &[Variable], typ: Output, block
 			prime[i] = true;
 		}
 	}
-	prime.into_iter().enumerate().filter(|&(_, prime)| prime).map(|(i, _)| &*blocks[i]).collect()
+	let a = prime.iter().enumerate().filter(|&(_, &prime)| prime).map(|(i, _)| &*blocks[i]).collect();
+	let b = prime.iter().enumerate().filter(|&(_, &prime)| !prime).map(|(i, _)| &*blocks[i]).collect();
+	(a, b)
 }
 
-pub fn all_solutions(mut func: FunctionSpec, vars: &[Variable], typ: Output, prime: &[BlockRef], other: &[Block]) -> Vec<Vec<Block>> {
+pub fn all_solutions(mut func: FunctionSpec, vars: &[Variable], typ: Output, prime: &[BlockRef], other: &[BlockRef]) -> Vec<Vec<Block>> {
 	assert_eq!(func.len(), 2usize.pow(vars.len() as u32));
 
 	// first mark all inputs covered by prime blocks as Any
@@ -153,7 +155,7 @@ pub fn all_solutions(mut func: FunctionSpec, vars: &[Variable], typ: Output, pri
 	all_recursive(func, vars, typ, other, &other_masks)
 }
 
-fn all_recursive(func: FunctionSpec, vars: &[Variable], typ: Output, other: &[Block], other_masks: &[(Variable, Variable)]) -> Vec<Vec<Block>> {
+fn all_recursive(func: FunctionSpec, vars: &[Variable], typ: Output, other: &[BlockRef], other_masks: &[(Variable, Variable)]) -> Vec<Vec<Block>> {
 	let mut all = Vec::new();
 	for i in 0..other.len() {
 		let block = &other[i];
@@ -173,10 +175,10 @@ fn all_recursive(func: FunctionSpec, vars: &[Variable], typ: Output, other: &[Bl
 				}
 				let extensions = all_recursive(func, vars, typ, other, other_masks);
 				if extensions.is_empty() {
-					all.push(vec![block.clone()]);
+					all.push(vec![block.to_vec()]);
 				}
 				for mut extension in extensions {
-					extension.push(block.clone());
+					extension.push(block.to_vec());
 					all.push(extension);
 				}
 			}
@@ -253,7 +255,7 @@ fn test_3var() {
 		vec![(A, One), (C, Zero)],
 		vec![(B, Zero), (C, Zero)],
 	]);
-	let prime = find_prime(&fun, &mut [A, B, C], Zero, &groups);
+	let prime = find_prime(&fun, &mut [A, B, C], Zero, &groups).0;
 	assert_eq!(prime, vec![
 		vec![(A, Zero), (B, Zero)],
 		vec![(A, One), (C, Zero)],

src/main.rs

@@ -8,12 +8,12 @@ fn main() {
 		println!("{}", print_implicant(x));
 	}
 	println!("prime:");
-	let prime = find_prime(&function, &[A, B, C], One, &groups);
+	let (prime, other) = find_prime(&function, &[A, B, C], One, &groups);
 	for x in &prime {
 		println!("{}", print_implicant(x));
 	}
 	println!("solutions:");
-	let solutions = all_solutions(function, &[A, B, C], One, &prime, &groups);
+	let solutions = all_solutions(function, &[A, B, C], One, &prime, &other);
 	for sol in solutions {
 		for x in &prime {
 			print!("{} | ", print_implicant(x));