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Significance of Combination

The keyphrase "Combination" is explored across various disciplines. In Tibetan Buddhism, it signifies the gathering of elements, while in Vaishnavism, it refers to the union of parties in marriage. Purana highlights it as linking words with meanings, and Vyakarana views it as merging parts for specific interpretations. In Vedanta, it represents interactions of atoms with philosophical implications. Additionally, it relates to historical discussions on digits and is seen in science as the mixing of food items affecting health.1
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Synonyms: Amalgamation, Union, Integration, Synthesis, Compound, Mixture, Fusion, Coalescence

In Dutch: Combinatie; In Finnish: 驰丑诲颈蝉迟别濒尘盲; In Spanish: 颁辞尘产颈苍补肠颈贸苍; In German: Kombination

The below excerpts are indicatory and do represent direct quotations or translations. It is your responsibility to fact check each reference.

Buddhist concept of 'Combination'

Buddhism Books

In Buddhism, "Combination" signifies the assembly of elements, emphasizing the interconnectedness of all things, akin to how particles unite. This concept highlights the intricate nature of existence and the unity within diversity.

Significance in Tibetan Buddhism (Vajrayana or tantric Buddhism):
Tibetan Buddhism Books

From: Tattvasangraha [with commentary]

(1) A term indicating the gathering or joining of elements, as referenced in the context of particles like 'ca'.[1]

Tibetan Buddhism includes schools such as Nyingma, Kadampa, Kagyu and Gelug. Their primary canon of literature is divided in two broad categories: The Kangyur, which consists of Buddha鈥檚 words, and the Tengyur, which includes commentaries from various sources. Esotericism and tantra techniques (vajrayana) are collected indepently.

Hindu concept of 'Combination'

Hinduism Books

In Hinduism, "Combination" signifies merging diverse elements, linking meanings, and uniting parties in marriage. It represents both philosophical interactions among atoms and the collective components in interpretations, emphasizing unity without exclusion in various contexts.

Significance in Vyakarana (Sanskrit grammar):
Vyakarana Books

From: Vakyapadiya of Bhartrihari

(1) In this context, combination refers to the collective components or elements that make up a specific meaning or interpretation in a sentence.[2] (2) In the context of brahmana, combination refers to the unity of various elements that the term encompasses, without excluding any specific part.[3] (3) The result of merging different parts or qualities, which may have specific implications when defined by words.[4]

Vyakarana refers to Sanskrit grammar and represents one of the six additional sciences (vedanga) to be studied along with the Vedas. Vyakarana concerns itself with the rules of Sanskrit grammar and linguistic analysis in order to establish the correct context of words and sentences.

Significance in Vaishnavism (Vaishava dharma):
Vaishnavism Books

From: Chaitanya Bhagavata

(1) The joining together of two parties for the purpose of marriage, as indicated by the term ghatana.[5]

Vaishnava or vaishnavism (vaishnavism) represents a tradition of Hinduism worshipping Vishnu as the supreme Lord. Similar to the Shaktism and Shaivism traditions, Vaishnavism also developed as an individual movement, famous for its exposition of the dashavatara (鈥榯en avatars of Vishnu鈥�).

Significance in Vedanta (school of philosophy):
Vedanta Books

From: Brahma Sutras (Shankaracharya)

(1) The interaction between atoms or parts that is discussed in the context of their properties and philosophical implications.[6]

Vedanta refers to a school of orthodox Hindu philosophy (astika), drawing its subject-matter from the Upanishads. There are a number of sub-schools of Vedanta, however all of them expound on the basic teaching of the ultimate reality (brahman) and liberation (moksha) of the individual soul (atman).

The concept of Combination in local and regional sources

History Books

The keyphrase "Combination" pertains to various mathematical concepts in the text, including sets of digits with repetitions, as well as relationships to permutations and partitions, emphasizing the broad application of combinations in mathematical discussions.

Significance in India history and geography:

From: History of Science in South Asia

(1) Combinations are discussed within the text, involving a set of digits with repetitions, along with sums of permutations and partitions.[7]