https://woongworks.com/en-self-sizing-iblt-mapper-correction/ 2026-09-06T11:39:18Z Woong Works en Checking how code estimates the difference between two lists 2026-09-05T15:22:23Z Blog https://woongworks.com/ko-self-sizing-iblt-mapper-correction/ 2026-09-06T12:09:15Z Woong Works en 두 목록의 차이를 추정하는 코드에서 찾은 불일치 2026-09-05T15:22:16Z Blog https://woongworks.com/ko-seven-taxa-fourteen-quartet-optimum/ 2026-09-06T17:47:02Z Woong Works en 일곱 분류군의 계통수를 구별하는 최소 quartet 수는 14개였다 2026-09-05T10:14:46Z Blog https://woongworks.com/en-seven-taxa-fourteen-quartet-optimum/ 2026-09-06T17:46:30Z Woong Works en Fourteen quartets are optimal for distinguishing seven-taxon trees 2026-09-05T10:14:44Z Blog https://woongworks.com/en-fragmentation-law-explosion/ 2026-09-06T17:44:24Z Woong Works en How molecule allocation changes explosion in a compartment model 2026-09-05T10:14:41Z Blog https://woongworks.com/ko-fragmentation-law-explosion/ 2026-09-06T17:44:12Z Woong Works en 같은 반응 모형도 분자를 나누는 방식에 따라 폭발 여부가 달라졌다 2026-09-05T10:14:38Z Blog https://woongworks.com/en-fano-plane-code-open-convex-r4/ 2026-09-06T17:34:28Z Woong Works en A four-dimensional open convex realization of the Fano plane code 2026-09-05T10:14:36Z Blog https://woongworks.com/ko-fano-plane-code-open-convex-r4/ 2026-09-06T17:34:25Z Woong Works en 파노 평면 코드를 4차원 열린 볼록집합으로 구현했다 2026-09-05T10:14:33Z Blog https://woongworks.com/en-10x10-consecutive-prime-magic-square/ 2026-09-06T13:58:32Z Woong Works en A 10×10 magic square made from 100 consecutive primes 2026-09-05T10:14:30Z Blog https://woongworks.com/ko-10x10-consecutive-prime-magic-square/ 2026-09-06T13:58:28Z Woong Works en 연속 소수 100개로 10×10 마방진을 만들었다 2026-09-05T10:14:27Z Blog https://woongworks.com/en-mammillary-rational-fibre-unidentifiability/ 2026-09-06T18:02:26Z Woong Works en A rational fibre for unidentifiability in leak-free mammillary models 2026-09-05T10:14:24Z Blog https://woongworks.com/en-a026771-order-eight-recurrence-certificate/ 2026-09-06T18:02:19Z Woong Works en An exact certificate for the order-eight recurrence of OEIS A026771 2026-09-05T10:14:22Z Blog https://woongworks.com/ko-a026771-order-eight-recurrence-certificate/ 2026-09-06T18:01:54Z Woong Works en OEIS A026771의 8차 점화식에 정확한 인증서를 만들었다 2026-09-05T10:14:17Z Blog https://woongworks.com/ko-mammillary-rational-fibre-unidentifiability/ 2026-09-06T18:02:13Z Woong Works en 누출 없는 mammillary 모형의 비식별성을 유리 곡선으로 보였다 2026-09-05T10:14:14Z Blog https://woongworks.com/ko-a006165-bala-conjecture-iterates/ 2026-09-06T18:02:10Z Woong Works en OEIS A006165의 반복값과 모든 역상을 분류했다 2026-09-05T10:14:12Z Blog https://woongworks.com/en-a006165-bala-conjecture-iterates/ 2026-09-06T18:02:54Z Woong Works en Iterates and complete inverse images for OEIS A006165 2026-09-05T10:14:09Z Blog https://woongworks.com/ko-a026124-mathar-recurrence-boundary-terms/ 2026-09-06T17:46:43Z Woong Works en A026124 점화식은 어디서부터 성립할까: 경계항까지 적은 증명 2026-09-05T10:14:06Z Blog https://woongworks.com/en-a026124-mathar-recurrence-boundary-terms/ 2026-09-06T17:46:35Z Woong Works en Where the A026124 recurrence starts: a proof with its boundary terms 2026-09-05T10:14:03Z Blog https://woongworks.com/en-f04-bootstrap-percolation-exact-count/ 2026-09-07T00:42:07Z Woong Works en Exactly counting spanning initial sets in 8×8 bootstrap percolation 2026-09-05T02:16:07Z Blog https://woongworks.com/ko-f04-bootstrap-percolation-exact-count/ 2026-09-07T00:42:02Z Woong Works en 8×8 부트스트랩 퍼콜레이션의 초기 배치 수를 정확히 셌다 2026-09-05T02:16:00Z Blog https://woongworks.com/ko-f03-distinct-slopes-grid-search/ 2026-09-06T10:50:07Z Woong Works en 평행한 선분 없이 점을 놓는 문제를, 끝까지 다시 계산했다 2026-09-05T02:15:52Z Blog https://woongworks.com/en-f03-distinct-slopes-grid-search/ 2026-09-06T10:52:38Z Woong Works en Rechecking how many grid points can be placed without parallel segments 2026-09-05T02:15:45Z Blog https://woongworks.com/en-f01-reflection-invariant-cyclic-packing/ 2026-09-06T17:46:51Z Woong Works en Twelve base-block orbits are optimal under reflection symmetry 2026-09-05T02:15:39Z Blog https://woongworks.com/ko-f01-reflection-invariant-cyclic-packing/ 2026-09-06T17:46:47Z Woong Works en 반사대칭 순환 패킹의 기본 블록 궤도는 최대 12개였다 2026-09-05T02:14:52Z Blog