Chachi 420

Chachi 420 (English: The Trickster Aunt) is a 1997 Hindi film, a remake of the Tamil film Avvai Shanmughi and was the first film directed by Kamal Haasan who also starred as the main character. It is thought to be an Indian remake of Mrs. Doubtfire but there are many plot differences between two movies. Other actors include Lakshay Gulia, Tabu, Om Puri, Johnny Walker, Paresh Rawal, Rajendranath Zutshi, Ayesha Jhulka, Nassar and Baby Sana. The executive producer is Sab John aka John E.

Plot

Jaiprakash Paswan aka Jai (Kamal Hassan) and Janki Paswan (Tabu) are fighting a divorce case. Janki is the only daughter of Durgaprasad Bhardwaj (Amrish Puri), a staunch Brahmin businessman. Jaiprakash, a Dusadh, is an assistant dance director in films. The duo fell in love and married against the will of Durgaprasad. However, Janki buckled under the pressure of a middle-class life. Other differences cropped up between the couple and Janki walked out. The court grants the divorce. Jai is allowed to meet his beloved daughter Bharti (Baby Sana) once a week. But when he sneaks into the Bhardwaj house to steal Bharti, he loses visitation rights.

Ancient Greek comedy

Ancient Greek comedy was one of the final three principal dramatic forms in the theatre of classical Greece (the others being tragedy and the satyr play). Athenian comedy is conventionally divided into three periods, Old Comedy, Middle Comedy, and New Comedy. Old Comedy survives today largely in the form of the eleven surviving plays of Aristophanes, while Middle Comedy is largely lost, i.e. preserved only in relatively short fragments by authors such as Athenaeus of Naucratis. New Comedy is known primarily from the substantial papyrus fragments of Menander.

The philosopher Aristotle wrote in his Poetics (c. 335 BC) that comedy is a representation of laughable people and involves some kind of blunder or ugliness which does not cause pain or disaster.C. A. Trypanis wrote that comedy is the last of the great species of poetry Greece gave to the world.

Periods

The Alexandrine grammarians, and most likely Aristophanes of Byzantium in particular, seem to have been the first to divide Greek comedy into what became the canonical three periods: Old Comedy (ἀρχαία archaia), Middle Comedy (μέση mese) and New Comedy (νέα nea). These divisions appear to be largely arbitrary, and ancient comedy almost certainly developed constantly over the years.

Anand

Anand may refer to:

People

Places

Other uses

Logical equality

Logical equality is a logical operator that corresponds to equality in Boolean algebra and to the logical biconditional in propositional calculus. It gives the functional value true if both functional arguments have the same logical value, and false if they are different.

It is customary practice in various applications, if not always technically precise, to indicate the operation of logical equality on the logical operands x and y by any of the following forms:

Some logicians, however, draw a firm distinction between a functional form, like those in the lefthand column, which they interpret as an application of a function to a pair of arguments — and thus a mere indication that the value of the compound expression depends on the values of the component expressions — and an equational form, like those in the righthand column, which they interpret as an assertion that the arguments have equal values, in other words, that the functional value of the compound expression is true.

Universal quantification

In predicate logic, a universal quantification is a type of quantifier, a logical constant which is interpreted as "given any" or "for all". It expresses that a propositional function can be satisfied by every member of a domain of discourse. In other words, it is the predication of a property or relation to every member of the domain. It asserts that a predicate within the scope of a universal quantifier is true of every value of a predicate variable.

It is usually denoted by the turned A (∀) logical operator symbol, which, when used together with a predicate variable, is called a universal quantifier ("∀x", "∀(x)", or sometimes by "(x)" alone). Universal quantification is distinct from existential quantification ("there exists"), which asserts that the property or relation holds only for at least one member of the domain.

Quantification in general is covered in the article on quantification (logic). Symbols are encoded U+2200 ∀ FOR ALL (HTML ∀ · ∀ · as a mathematical symbol).