Applied Partial Differential Equations with Fourier Series and Boundary Value Problems | 5:e upplagan
- Danskt band, Engelska, 2013
- Författare: Richard Haberman
- Betyg:
Välj skick:
Bästa pris
1058
kr
Skickas inom 6-8 vardagar
880
kr
Skickas från säljare inom 0-2 vardagar
Ebba
, Uppsala
Verifierad säljare
Ny säljare
Du sparar 178 kr
(17%)
mot nypris
Butikslager
Onlinelager
1 st i lager
$event.detail.name === 'store-selector' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'store-selector' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'store-selector'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'store-selector'
});
}
});"
class="h-full"
>
Beskrivning
This text emphasizes the physical interpretation of mathematical solutions and introduces applied mathematics while presenting differential equations. Coverage includes Fourier series, orthogonal functions, boundary value problems, Green's functions, and transform methods. This text is ideal for students in science, engineering, and applied mathematics.
Produktinformation
Kategori:
Okänd
Bandtyp:
Danskt band
Språk:
Engelska
Förlag:
Pearson Education
Upplaga:
5
Utgiven:
2013-11-08
ISBN:
9781292039855
Sidantal:
648
Används bl.a. i följande kurser
$event.detail.name === 'primary-menu' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'primary-menu' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'primary-menu'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'primary-menu'
});
}
});"
class="h-full"
>
$event.detail.name === 'mobile-search' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'mobile-search' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'mobile-search'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'mobile-search'
});
}
});"
class="h-full"
>
$event.detail.name === 'mini-cart' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'mini-cart' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'mini-cart'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'mini-cart'
});
}
});"
class="h-full"
>
$event.detail.name === 'add-to-cart' ? isOpen = true : ''"
@close-drawer.window="() => $event.detail.name === 'add-to-cart' ? isOpen = false : ''"
@keydown.escape.window="isOpen = false"
x-init="$watch('isOpen', value => {
if (value) {
$refs.dialog.showModal();
document.body.style.overflow = 'hidden';
//emit onDrawerOpen event
$dispatch('drawer-opened', {
name: 'add-to-cart'
});
} else {
setTimeout(() => {
$refs.dialog.showModal();
$refs.dialog.close();
}, 300);
document.body.style.overflow = '';
$dispatch('drawer-closed', {
name: 'add-to-cart'
});
}
});"
class="h-full"
>