The author introduces six conjectures for perfect cuboids and three for Euler bricks asserting that all solutions are captured by simultaneous Diophantine conditions on multiple Pythagorean triples and biquadratic equations.
The integer Cuboid Table, with Body, Edge and Face Type of Solutions, vii+399 pp. (2 vols.)+ The Integer Cuboid Auxiliary T able, 100 pp., deposited in the UMT file
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Multiple and Complete New Important Conjectures on Perfect Cuboid and Euler Brick
The author introduces six conjectures for perfect cuboids and three for Euler bricks asserting that all solutions are captured by simultaneous Diophantine conditions on multiple Pythagorean triples and biquadratic equations.