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In `F33f`_`[mathematics`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Mathematics]`_`f, `!infinite difference methods`! are `F33f`_`[numerical methods`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Numerical_methods]`_`f for solving `F33f`_`[differential equations`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Differential_equations]`_`f by approximating them with `F33f`_`[difference equations`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Recurrence_relation]`_`f, in which `F33f`_`[infinite differences approximate`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Finite_difference]`_`f the `F33f`_`[derivatives`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Derivative]`_`f. In calculus there are two sections, one is differentiation and the other is integration. Integration is the reverse process of differentiation. `:cite-ref-1[`F5bf`_`[1`#cite-note-1]`_`f]

>>Contents

• `F0af`_`[See also`#see-also]`_`f

• `F0af`_`[References`#references]`_`f

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>>See also

• `F33f`_`[Infinite element method`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Infinite_element_method]`_`f

• `F33f`_`[Finite difference`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Finite_difference]`_`f

• `F33f`_`[Finite difference time domain`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=Finite_difference_time_domain]`_`f

>>References

`:cite-note-1`!1.`! `F0af`_`[↑`#cite-ref-1]`_`f "Indefinite Integrals: Learn Methods of Integration, Properties". `*Testbook`*. Retrieved 2024-10-20.

• Simulation of ion transfer under conditions of natural convection by the finite difference method

• `:citerefhan-houdewu-xiaonan2013`aHan, Houde; Wu, Xiaonan (2013). `*Artificial Boundary Method`*. Springer. Chapter 6: Discrete Artificial Boundary Conditions. `F33f`_`[ISBN`:/page/wikibook/entry.mu`zim=wikipedia_en_all_nopic_2025-08.zim|entry_path=ISBN_(identifier)]`_`f 978-3-642-35464-9..

• Genetic Algorithm and Numerical Solution

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