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HW#3: Due Oct 15

HW#3: Due Oct 15. NOTE. Submit both hardcopy and softcopy. 10% penalty for missing hardcopy or softcopy Formal verification a flash memory reading unit (70 pts) Show the correctness of the flash_read () By using randomized testing

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HW#3: Due Oct 15

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  1. HW#3: Due Oct 15 NOTE. Submit both hardcopy and softcopy. 10% penalty for missing hardcopy or softcopy • Formal verification a flash memory reading unit (70 pts) • Show the correctness of the flash_read() • By using randomized testing • Randomly select the physical sectors to write four characters and set the corresponding SAMs • By using exhaustive testing • Create 43680 (16*15*14*13) distinct test cases • Do not print test cases in your hardcopy to save trees • By using CBMC • Create environment model satisfying the invariant formula by using __CPROVER_assume() and nested loops • Submit the above three answers • The above three versions of code including the target program and your environment • Describe your environment model in detail • Compare the three verification results

  2. typedefstruct _SAM_type{ unsigned char offset[SECT_PER_U]; }SAM_type; typedefstruct _PU_type{ unsigned char sect[SECT_PER_U]; }PU_type; // Environment assumption // 0. Each unit contains 4 sectors. // 1. There is one logical unit containing "abcd" // 2. There are 4 physical units // 3. The value of SAM table is 255 if the corresponding // physical sector does not have a valid data void flash_read(char *buf, SAM_type *SAM, PU_type *pu ){ unsigned char nSamIdx = 0; unsigned char pu_id = 0; unsigned char n_scts = 4; // number of sectors to read unsigned char offset = 0; //offset of the physical sector to read unsigned char pBuf = 0; while(n_scts > 0){ pu_id=0; offset = 255; // read 1 character while(1) { if (SAM[pu_id].offset[nSamIdx] != 255){ offset = SAM[pu_id].offset[nSamIdx++]; buf[pBuf] = PU[pu_id].sect[offset]; break; } pu_id ++; } n_scts--; pBuf ++; } }

  3. Write down a C program to solve the Tower of Hanoi game (3 poles and 5 disks) in a random manner (10 pts) • Do not solve the game using an intelligent strategy, but random sequence of moving choices • Obtain 100 random solutions and get the average step #. • Describe the shortest solution among the above 100 solutions • Write down a C program to solve the Tower of Hanoi game (3 poles and 5 disks) by using CBMC (20 pts) • Hint: the C program will be quite similar to the random one • Find the shortest solution by analyzing counter examples. Also explain why your solution is the shortest one. • Use non-determinism and __CPROVER_assume() properly for the moving choice • Use assert statement to detect when all the disks are moved to the destination

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