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Guntram
Guntram
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I suggest glancing at two papers:

Hagedorn, Thomas. "Computation of Jacobsthal’s function ℎ (𝑛)$h(n)$ for 𝑛< 50$n< 50$." Mathematics of Computation 78.266 (2009): 1073-1087.

Hajdu, L., and N. Saradha. "Disproof of a conjecture of Jacobsthal." Mathematics of Computation 81.280 (2012): 2461-2471.

Both of them describe somewhat massive projects which involve a lot of computation. They give algorithmic descriptions as well as some sample computations. Although I personally want more, they provide enough detail that I do not question the validity of their work. You might use them as examples for how to write up your results.

Gerhard "The Computer Says So, QED" Paseman, 2015.07.25

I suggest glancing at two papers:

Hagedorn, Thomas. "Computation of Jacobsthal’s function ℎ (𝑛) for 𝑛< 50." Mathematics of Computation 78.266 (2009): 1073-1087.

Hajdu, L., and N. Saradha. "Disproof of a conjecture of Jacobsthal." Mathematics of Computation 81.280 (2012): 2461-2471.

Both of them describe somewhat massive projects which involve a lot of computation. They give algorithmic descriptions as well as some sample computations. Although I personally want more, they provide enough detail that I do not question the validity of their work. You might use them as examples for how to write up your results.

Gerhard "The Computer Says So, QED" Paseman, 2015.07.25

I suggest glancing at two papers:

Hagedorn, Thomas. "Computation of Jacobsthal’s function $h(n)$ for $n< 50$." Mathematics of Computation 78.266 (2009): 1073-1087.

Hajdu, L., and N. Saradha. "Disproof of a conjecture of Jacobsthal." Mathematics of Computation 81.280 (2012): 2461-2471.

Both of them describe somewhat massive projects which involve a lot of computation. They give algorithmic descriptions as well as some sample computations. Although I personally want more, they provide enough detail that I do not question the validity of their work. You might use them as examples for how to write up your results.

Gerhard "The Computer Says So, QED" Paseman, 2015.07.25

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Gerhard Paseman
Gerhard Paseman
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I suggest glancing at two papers:

Hagedorn, Thomas. "Computation of Jacobsthal’s function ℎ (𝑛) for 𝑛< 50." Mathematics of Computation 78.266 (2009): 1073-1087.

Hajdu, L., and N. Saradha. "Disproof of a conjecture of Jacobsthal." Mathematics of Computation 81.280 (2012): 2461-2471.

Both of them describe somewhat massive projects which involve a lot of computation. They give algorithmic descriptions as well as some sample computations. Although I personally want more, they provide enough detail that I do not question the validity of their work. You might use them as examples for how to write up your results.

Gerhard "The Computer Says So, QED" Paseman, 2015.07.25